Section 12,3

ft" not r-ftmiwtt NATIONAL BUREAU OF STANDARDS REPORT

1828

BIBLIOGRAPHY OF NONPARAMETRIC

STATISTICS AND RELATED TOPICS

by

I* Richard Savage

<NB§>

U. S. DEPARTMENT OF COMMERCE

NATIONAL BUREAU OF STANDARDS
U. S. DEPARTMENT OF COMMERCE

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NATIONAL BUREAU OF STANDARDS REPORT

NBS PROJECT

1103-11-1107 29 July 1952

NBS REPORT

1828

BIBLIOGRAPHY OP NONPARAME TRIO

STATISTICS AND RELATED TOPICS

by

I. Richard Savage

The publication, reprlntl

unless permission Is obta,

25. D, C, Such permls

prepared if that agenc

Approved for public release by the

Director of the National Institute of

Standards and Technology (NIST) on October 9, 2015

t. Is prohibited

ds, Washington

een specifically

or Its own use.

FOREWORD

Work on this ^Bibliography of Nonparame trie Statistics

and Related Topics” was carried out at the National Bureau of

Standards under the general supervision of Dr. Churchill

Eisenhart, chief of' the Statistical Engineering Laboratory®

The Statistical Engineering Laboratory is Section 11 „3 of

the National Applied Mathematics Laboratories (Division 11

National Bureau of Standards) and is concerned with the

development and application of modern statistical methods in

the physcial sciences aid engineering®

Jo Hi- Curtiss'

Chiefs National Applied

Mathemat i c s L abo r atorie

A. Vo As tin

Director

National Bureau of Standards

INTRODUCTION

k & -k General Remarks I This bibliography of Nonpar ame trie

Statistics and Related Topics ff as now presented is an ex=

ploratory effort® It is hoped that the recipients of the

bibliography will take advantage of the fact that this is not

the final addition of the bibliography and will send to the

author any comments , critic isms * and corrections 0 Since the field of nonparametric statistics is a new

one It Is hard to determine precisely which subjects belong

in this field® To be on the safe side the compil@2P has in°

eluded papers when in doubt® However* basic decisions must

be made in future revisions of this bibliography and other

bibliographies of norQparame trie statistics as to the inclusion

of certain repidly developing subjects such as contingency

tables and systematic statistics from normal populations©

In fact, these two subjects have caused the most difficulty

and have received the poorest coverage in this bibliography

„

The Bibliography £ The bibliography proper begins on page 1

of this report® Items are arranged alphabetical^ by author e If more than one title* appears for an author these titles

are arranged chronologically 0 And if more than one title

for an author appears within a given year* the dates

corresponding to these titles are serialized by placing a

letter after the date® On the extreme left of the line

following the author's name is the date of publication of

i
the title,, On the sane line, following the date, is the

title itself 0 At the end of the title, in the right margin,

are found annotation letters, whose specific meaning will be

explained later in this introduction. The line following the

title gives the place of publication. Following this infor~

mat ion 5 for some of the titles, there will be found sequences

of numbers of the form rs=>xyz in the right margin. The M rs u

refers to the year and the wxyz M to the page in Mathematical

Reviews where the article has been reviewed. Throughout this

introduction a. name followed by a date will refer to the

title in the bibliography published by that author in that year®

Annotation letters used in the bibliography A, B,,,, r P, X, will now be explained and illustrated,

Ao Surveys and Discussions

These papers are expository, covering a large number of

nonparame trie subjects. Typical examples are S<£heffe (1943b)

and Wilks (1948)

Bs Theory

Few papers have been written on the theory of non=

parametric statistics as such, but an example is the one by

Lehmann and Stein (19495a

Cs Tchebycheff Inequalities

These papers are on probability inequalities of the

original Bienayme- Tchebycheff type, Frlchet (1937) presents

ii
a summary of the classical results in this subject*

Ds Tolerance Sets

Tolerance sets were first described in a nonpar acne trio

manner by Wilks ( 1941)0 One of the latest papers on this

subject* Fraser (1951) $ shows quite a bit of generalization*

ES Goodness of Fit

Papers in this class are concerned with the problem of

whether a set of observations comes from a given family of

distributions 0 By w fit48 we not only mean that the parameters

of the sample are compatible with those of the distributions'

we are f itting but also^that the distribution functions of

the sample are w close^ to that of the assumed population®

K s Pearson's (1900) paper on this subject is the classical

one 3

Ft Multi=Sample Problems

By multi-sample problems we mean specifically the testing of the hypothesis that several samples come from the

same distribution® In a. sense we are asking do the several

sample ponmulative distribution functions n fit 8! each other*

K® Pearson (1911) gives the classical paper on this subject*

and a more recent approach to the problem is given by Lehmann

(1951 ) 0 Gs parameter Problems

u

ere we are ref^ring to problems of estimation of

parameters and tests of hypotheses about parameters* although

iii
the functional forms of the distributions that are being

sampled are not assumed known 0 Problems of correlation

naturally fall in this class , but since there is such an

extensive literature on the subject of correlation a separate

class ( J) has been made, Problems in the analysis of variance

as presented by Pitman (1937c) and Brown and Mood (1951)

have been included under (G) as typical examples,

H ^Contingency Tables

The theory of contingency tables as such is usually

parametric in nature 0 Contingency tables ha?«been included

in this bibliography however, because of their use in non»

parametric statistics® Mainland ( 1914- 8 ) offers many examples;

of the use of contingency tables in essentially nonparametric

problems s

Is Randomness

Articles on randomness are concerned with the problem

of testing the hypothesis that a set of observations could

reasonableyhave arisen from random sampling; for example 8 Fo No David (1947b)

®

Jo Correlation and Curve Fitting (See G)

These problems have been treated for a long time by

nonparametric me thods e -^endall (1948a) gives an introduction

to this extensive subjects

Ko Comparative Studies

Papers in this subject compare the behavior of a statistic for differing underlying sampling models® Such
questions as how the distribution of ^Student’s t

w depends

on the population are typical* In analysis of variance a

representative example of this type of study is F. No David

and N« L* Johnson (1951b),

Ls Systematic Statistics

The phrase n sjs tematie statistic** seems to have

originated with Mosteller (1946 ) « Th© subject/concerned

with the behavior of statistics which are linear functions

of order statistics,, On the one hand there are nonpar&me trie

papers in this subject like the one by Gumbel (194-^> 5 ^ and

on the other hand there are parametric papers such as Mosteller

( 1946 )®

Ms Scaling

These papers are concerned with the complex problems of

attempting to assign quantitative measurements to characteristics

that naturfelXf t occur in a qualitative form* A typical example is Kendall (1942a.)®

Ns Distribution Theory

Many nonpar ame trie techniques require the determination

of distributions for new statistics* For example the distribution theory of runs has been stimulated by nonparame trie

methods, see Mood (194®)©

Os Applications

Very few applications of nonpar ame trie methods exist

in the literature* However a good example of application is

v
Baker and Duilbert (194^)®

Ps Tables

For small samples many of the nonpar ame trie methods

require the construction of special tables 0 See Swed

and Eisenhart (1943)®

X s Miscellaneous

Naturally there were some papers that were felt to be

nonparame trie in nature but yet did not fall into the

above classifications 0 See for example Tukey (194&) on

median deviations,,

In summary the list of subjects with their annotation

letters is as follows

s

A. Surveys and Discussions

B Theory

C Tchebycheff Inequalities

D Tolerance Sets

E Goodness of Pit

P Multi-Sample Problems

G -Parameter Problems

H Contingency Tables

I Randomness

J Correlation and Curve Fitting

K Comparative Studies

L Systematic Statistics'
M Scaling

N Distribution Theory

0 Applications

P Tables

X Miscellaneous

Papers by Annotation Letter s Perhaps one of the main

uses of this bibliography will be to aid in making

bibliographies on specialised subjects,, To facilitate this s we now give the annotation letter followed by all the title®

receiving this classifications

vli
A? SURVEYS AND DISCUSSIONS

Anseombe* (1948)

Bradley* Duncan* (1950)

Bradley^ Terry* (1951a)

Gantelii* (1928)

Dixon*, Massey, (1951

Freehet* (1937)

Godwin* (1944)

Haldane* (1949)

Janko* (If50)

Kendall* (1948a)

Kolmogorov* Hincin* (1951)

Lehmann* (1951)

Mostelier* (19415

Narumi * (1923)

Pearson* E 0 S s * (1937)

Tearson* E„ S„ a (1938b)

Pearson* E e S o* (1947)

Firman* (1948)

Schell'/, (1943b)

Wallis* (1952)

Walter* (1951)

Wilks* (1943)

Wilks* (1948)

Wolfowitz* (1.943)

Wolfowitz* (1949)

Wolfowitz* (1952)

B2 THEORY

Berger* (1951)

Camp* (1946)

Feller* (1938)

Hodges* Lehman^ (1950)

Hoeffding* (1948a)

Hoeffding* (1950)

Hoeffding* (195 lb)

Lehmann* (1951)

Lehmann* Stein* (1949)

Levene* (1952)

Madow* (1948)

Neyman* (1942)

Noether* (1949)

Noether* £1950)

Pearson* E 0 S 0 * (1938a)

Pitman* (1948)

Scheffe'* (1943a)

Scheff^* Tukey* (1945)

Schmidt* (1934)

Simpson* (1951)

Wald* Wolfowitz* (1944)

viii
Walsh, (1949)

Walsh, (1951)

Wolfowits, ( 19^4

-2 ) Cs TCHEBYCHEFF INEQUALITY

Anderson , 0«, (1935)

Bernard, (19438)

Bernard, (1944)

Berge ,

( 1932.)

Bcrge , (1937)

Berstein, (192?)

Bienayine, (1&5&)

Bienayme, (186?)

Birnbaum, (1948)

Birnbaum, h aymond, Zuckercnan, (1947)

Camp, (1922)

Camp, (1923)

Camp, (1948)

Can tell i, (1910)

Cantelli, (1928)

Chapelon, (1937)

Craig, (1933)

Cramer, (1948)

Curtiss, (1950)

van Dantzig, (19518)

Frechet, (1937)

Gauss, (1880)

Godwin, (1944)

Goldberg, (1922)

Gutt$an, (1948a)

Guttman, (1948b)

Halmos, (1950)

de Jongh, (1941)

Kolmogoroff, (1928)

Kolmogoroff, (1950)

Khamis, (1950)

Lesser, (194-2:)

Lurquin, (1922)

Markoff, (1884)

Markoff, (1924)

Masuyama, (1924)

Meidel , (1922)

Meidel, (1923)

Midzuno, (1950)

von Mises, (1931)

von Mises, (19398)

Mtinzner, (1950)

Narumi, (1923

)

Of ford, (1945)

Pearson, K», (1919)

ix
Peek, (1933).

Perks, (1947

)

Posse, (1886)

Robbins, (1948

)

Romanovskip (1940)

Sealy, (1943)

Selberg, (194°®)

Selberg, (1940b)

Selberg , (1942)

Shohatp Tamarkin* (1943)

Smith, (193b)

Tehebycheff, (186?)

Tehebycheff, (i860)

Theil, (1949)

Uspensky, 11937)

Wald, ( 1938 ) Wald, (1939)

Winsten, (1948)

Dg TOLERANCE SETS

Birnbaum* ^uckerman, 4949)

Fraser, (1951

)

Fraser, Wormleighton, (1951)

G-umbel, von Schell ing, (1950)

Murphy, (1948)

Noether, (1951)

Paulson, (1943)

Robbins, (l944a) Scheff^, Tukey, (1944)

Scheff«f, Tukey, (1945)

SehUtz'enberger, (1948c)

Tukey, (1947)

Tukey, (1948a)

Wald, (1943)

Wilks, (1941)

Wilks, (1942)

Eg GOODNESS OF FIT

Azorin, Wold, (1950)

Berks on, (1938)

Berkson, Geary, (l94l)

Birnbaum, Tingey, (1951)

Camp, (1938)

Carf>ll , Bennett, (1950)

Chung, (1949)

Cochran, (1936=37

)

Cochran, (1942)

David, F 0 Mi, (1934)

x
David, F „ No, (1939)

David, Fo No, (1947a)

David, F. Mo, (1948)

David, Fo No, (1950a)

David, Fo Mo, (1950b)

David, Fo No , Johnson, (194®)

Doob, (1949)

Eisenhart, (1937)

Eisenhart, (1938)

Eisenhart, Wilson, (1943)

Elderton, (1902)

Feller ^(1948

)

Fisher, (1923)

Fisher, (192L.)

Fisher, (1928)

Fisher, (1950)

Fraser-, D 0 S-„, (1950)

Fry, (1938)

Geary, ^194?)

Gruheberg, Haldane, (193?)

Gumbel, (1942)

Gumbel, (1943)

Haldane, (1937)

Hannan, (1950)

^emelrijk, (1950a)

Hemelrijk, (1950b)

Hemelrijk, (1950c)

Hemelrijk, (19§0d)

Hoel, (1938)

Kac, (1949)

Kolmogorof f, (1933)

Kolmogoroff, (1941'

Kimball (l94?)

Lesser, (1933)

MaXmquist, (1950)

Mann, Waid, (1942)

Massey, (l950b)

Massey, ( 1950c)

Massey, ( 1951 a)

von Mises, (1931)

Moroney, (1951)

Neyman, (1930)

Neyman, (1935)

Neyman, (1937)

Neyman, (1940)

Neyman, rearson f Eo S,, (1930)

01ms te ad, (1940)

Patnaik, (1949)

Pearson, E 0 So, (1938a)

Pearson, K 0 , {1900)

Pearson, Ko, (1922)

Fearson, Ko, (1924)
Pears on , (1932a)

Pearson, K» s (1933a)

Pearson, K«, (1933b)

Pearson, Ko, (1934)

Poti, (1950)

Robinson, (1933)

Sawkins ,( 194-1

)

Seal, (1947)

Seal, (1948)

Shanawany, (1936)

Sherman, (1950

)

Simpson, (1951)

Smirnoff, (1936)

Smirnoff , (1946)

Sukhatme, (1938)

Vora, (1950)

Wald, Wolfowitz, (1939)

Wald, Wolfowitz, (1941)

Williams, (1950)

Wolfowitz, (1942)

F2 MULT 56AMPLE PROBLEMS

Bhatt acharyya, (1943)

Bhatt acharyya, (194$)

Bowker, (1944)

van Dantzdg, (1951a)

Dixon, _ (1940)

Doob, (1949)

Feller, (1948)

Gardner

Hemelijk, (1950a)

Hemelijlj, (1950b)

Hemelijk, (1950c)

Hemelijk, (1950d)

Kolmogoroff , (1933)

Krishna, (l95Xa)

Kunisawa, Makaba , forimnra, (1951)

Lehmann, (1951)

Marshall, (1951

)

Massey, (1951a)

Massey, (l95lb)

Massey, (195lc)

Mathen, (1946)

Mat hi s en , (1943)

Nybolle, (1936) 1 ear son, K 0 (1911)

Pearson, Ko, (1932b)

Rhodes, (1924)

Smirnoff, (1939a)

Smirnoff, (1939b)

Smirnov, (1948) xii
Thornpc r,- (1938)

van den Vaart, (1950a)

Wald, Wolfowitz, (1940)

Wald, Wolfowitz, (1941)

Wolfowitz., (1942)

Wolfowitz, (1949)

Gs PARAMETER PROBLEMS

Armi t ag e , ( 1944

)

Barnard, '(1934a) Momqvist 0 , (1951)

Brad3^7 (1952b)

Brown, Mood, (1951)

Cochran, (1950)

Cole, (1945)

David, Johnson, (1951a)

David, Johnson, (1951b)

David, H 0 Ao, . (195D

Dixon, Mood, (1946)

D y-'-aoin ,( 1951

)

Eddison, Kempthoren, Hasking Berkworth, Cox, Rowlands, (1951)

Eisenhart, (1947)

Evans, (1942)

Fes linger, ( 1943 ) Festinger, ( 1946 ) Fisher, R 0 A 0 , (1925)

Fisher, R 0 A«, (1935)

Freeman^ Hal ton, (1951)

Friedman, (193?)

Gayen, (1950a)

Gayen, (1950b)

Gut tin an ,( 1 948b ) Heraelri jk, (1950b)

Hemelri jk, (1950c

)

Hemeirijk, (l950d)

Hemelri jk, (1952)

Hodges, Lehmann, (1950 ) Ho®ffdi ng , ( 1950 ) rap thorns , (1952)

Kruskal, ( 1952 ) Mann , Whi t ne y, (1947)

Maeftewart, (1941)

Marshall, (1951

Marshall, Walsh, ( 1950a)

Marshall, Walsh, (1950b)

Mood, (1950)

Moroney, (1951)

Mosteller, (1948)

Hosteller, Tukey, (1950)

Noether, (1948)

Noether, (1951)

xiii
Nair, Ao No (1941)

Nair ? Ko R 0 , (1940a)

Nair, K« (1940b)

Nair, Ko Ro, (1948a)

Pearson, E„ S„, (1931)

Pearson, E„ S 0 , (1950b)

Pitman, (1937a)

Pitman, (1937 o

)

S avur , (1937)

Stuart, (1951)

SwinefSe*rd ,

( 1948

)

Terry, (1952)

Thompson, (1938)

van der Vaart. (1950b)

Wallis 3 , (1939

Walsh, U946at

Walsh, ^1948 c)

Walsh, (l946d)

Walsh, (1947)

Walsh, (1949a)

Walsh, (1949b)

Walsh, (1949c)

Walsh, (1949d)

Walsh, (l950a)

Walsh, (1950b)

Walsh, ( 1950c)

Walsh, (1951)

Welch, (193?)

Welch, (1938)

Westenberg, (1948)

Whitney, (1951)

Wilcoxon, (1945)

Wile omon , (19 1|.6 ) Wile oxon , ( 1 9 47

)

Wile oxo n ,

( 1949

)

Wilcoxon, (1950)

Wilks , (1940)

Zubin, (I.939)

H % CONTINGENCY TABLES

Adler, (1951

)

A-llinson, Bates, (1944)

Barnard, (1945)

Barnard, (1947 a)

Barnard, (1947b)

Bonnier, (1942)

Carroll, Bennett, (1950)

Pederighi, (1950)

Finney, (1948) , Fisher, R 0 A & , (1922)

Fisher, R„ Ao, (1926a)

xiv
Fisher# Ho Ao# (1943*5

Fisher # Ro Ao # (1945)

Freeman# Hal ton# (1951)

Fulcher# (194-2)

Gebeleln# , (1942)

Geppert# (1944)

Gildemeister , van der Waerddr?.# (1943=44)

Haldane# Cl93 9)

Irwin# (1949)

Irwin# Snedeeoro (1933)

Jeffreys # (193?)

JurgensCi# (194?)

Kermaek# M^'Kendrick# (1940)

Lancaster# (1949)

Leslie # (1951)

Mainland# (1940)

Mood# (1949)

Moroney# (1951)

Patnaik# (1940)

Pearson# E 0 S 0 # (194?)

Pearson# E 0 B 0 # Herrington# (1948)

sniitto# ,( 1949 ) Simpson# (1951b)

&mith# (1951a)

^mith# (l95lb)

Stevens# (1951)

Swineford* (i'940)

Wilks# 11935)

Wilson (1941)

Wilson# (1942a!

Wilson# (1942b)

Wilson# Worcester# (191*2®-)

Wilson# .Worcester*, (1942b)

Yates# (1934)

Yates# (1948)

It RANDOMNESS

Armitage# Baines# Lindley# (1944)

Bartlett# (l950)

Bartlett# (1952)

Bateman# (1948)

Bennett# (1951)

Bertrand* (1975)

KW
Besson* (1920)

Bienayme* (1875)

Bilham* (1926)

Borel* (1933)

Bose* (1946)

Bose* {1950)

Brown* (1948)

Cameron* (1952)

Campbell* (1942)

Cochran* (1938)

Cochran* (1938)

Cowles* Jones* (l937)

David* (1947b)

Davies* (1941)

Dodd* (1939)

Dodd* (1941)

Dodd* (1942-)

Eisenhart* Wilson (1943)

Elfving* Whitlock* (1950)

Finney* (194l“42 ) Finney* (1947)

Fisher* RoA-0 * (1926b)

Freund* (1951)

Gage* (1942)

Ghosh* (1948),

Gleissberg* ( 19454-

Gleissburg, (19456)

Gold* (1929)

Greenwood * (1946

)

Haldane* (1948)

Johnson* (1948)

Jones* (1937)

Kendall* Smith* (1938)

Kendall* Smith* (l939 a ) Kendall* ^mith* (19396)

Kerrnack* McKendrick* (l937 a ) Kermack* McKendrick* (19376)

Kuznets* (&929)

Levene* (1946a)

Levene* (19466)

Levene* (1952)

•^evene* Wolfowitz* (1944)

Mann* (1945a)

Mann* (19456)

Mann* (1950)

Marbe* (1926)

Marbe* '1934)

Mihoc* (1943)

Moore* (19495
Moore , Wallis, (1943)

Moran, (1947a)

Moran, (1948°)

Moran, (1951a)

Mosteller, (1941)

Noether, ^1950)

Nair, KoRo

,

(1938)

old , (1949)

©lias te ad ' , (1942)

01ms t e add , (1948)

van der Plank, (1948)

Rider, (1951)'

Rosander, (1942)

von Sciielling , (1939)

Shwnart, (1941)

Silberstein, 11945)

Stevens , (1937)

Stevens, (1939)

Sukhatme, (l949 a) Sukhatme, (1949b)

Thomas , (1951)

Tippett, (1927)

Ville, Jop (1943a.)

Ville, Jo, (1943b)

Wald, Wolfowitz, l 1943)

Waldapfel, (1943)

Walker-, '1927)

Wallis, Moore, (l94l & ) Wald

,

Wolfowitz, (1942)

Young , (1941

)

Yule, (1938)

Jg CORRELATION AND CURVE FITTING

Blomqvist, (1950)

Brown, Stanley,

Chown, IJoran, '“1951)

Crest, (1940)

Daniels, *1943)

Daniels, (l950)

Daniels, Kendall, (1947)

David, Kendall, Stuart, (1951)

Deming, (1938)

DuBois, (1939)

Eascher, (1924)

Gayen, (1951)

Hemelri jk, (1949)

Hoeffding, (1947)

Hoeffding, (1948b)

Horn, (1942)

Hotelling, Pabst, (1938)

xvii
Kaarsemaker, van Wijngaarden, ^1952)

^endalj,(l938 ) Kendall, (1942b)

Kendall, (1945)

Kendall , (1947).

Kendall, (1948a)

Kendall, ( 1948b)

Kendall, (I9)j9)

Kendall , Mo G- 0 , Aendall , S 0 F 8 H<», Smith, B.B., (1938 ) Mood , (1950)

Moran, (1947c)

; Moran, (1948 a)

Moran, (1948b)

Moran, '1950a£

Moran, (l95°b)

Moran, (1951b)

Moroney, (1951.

N&ir, Shri'grastana, (1942)

Norton, (1948)

Olds, (1938)

Oi’insteadd, Tmkey, (1947)

Pe arson ,K«( 1916

)

Pitman, (l937b)

Pridmore, (1944)

SehCfttzenberger ,

( 1948 a)

Sill it to, (1947)

Silverstone, (1950)

Smith, (l94i)

Spearman, (1904)

Steffensen, (1941)

w Stuadent n

, (1921)

Theil, (1950a)

Theil , (1950b)

Treloar, (1942)

Whitfield, (1947)

Whitfield, (1949)

Whitfield, 19505

Wolfowitz, (l943)

Woodbury, (1940)

K§ COMPARATIVE STUDIES

Bartlett, (1935)

Benson, *1949)

Bradley, ;l952a)

Bradley, (1952b.)

C§mp, (1946)

Cochran, (1938)

David, (1949)

David, Johnson,

David, Johnson,

(1951a)

(1951b)

xviii
Davies, Parson, E.s., ( 1934) Eden, Yates, C 1933 ) Eisenhart, (1947)

Festinger, (1943)

Finch, (1950)

Gayen, ( 1949 ) Gayen, (1950b)

Gayen, (l95D

Geary, (.1936)

Geary, (l947)

Hastings, Mo^ teller, Tukey, Winsor, Hirschmann, (1943)

Hotelling, (1947)

Hsu, (1945)

Lade rman, ( 1939 ) Mcriguti (1951

)

Nail (1941) , Pearson, E 0 S 0i( ( 1931 ) Pearson, E 0 S e , / 1937 ) Pearson E 0 S 0 , (1950b)

Pearson E„S 0 , AdyanthAya, (1929)

Pearson, E 0 S o ,

lvl erri ng^on# ( 1951 ) Perlo, (1933)

Rider, * 1929 ) Shone, (1949)

Steinhaus, '1946)

Tukey, (1948b)

Tukey, (1950)

Benson, (1949)

Burr , (1952)

Ohandrasekar , Francis, (1941

)

Cochran, (1941)

David, (1951)

Davies, Pearson, (1934)

Dodd, ( 1923 ) Egudin, (1947)

Eisenhart, Deming, Martin, (1948)

Epstein, Bobel, (1952)

Feller, (1951)

Fisher, Tippett, '1928)

Free he t^ (1927)

Gartstein, (1948)

Godwin, (1948)

Godwin, (1949)

L: SYSTEMATIC STATISTICS

Barnard, fl943a)

01 cs.x^, 17;

Cramer, ^1946)

Daly, (1946)

xix
Gum'bel , (1935 ) Gwmbel, (1944)

Gumbel, 1956

)

Gmtibel , (l94? a ) Gumbel, (1949)

Gumbel , Greenwood, ( 195*3-

)

Glimb el , ^enney, (1950a)

Gumbel , ^enney, (1950b)

Hartley, (1942)

Hartley, (1950a)

Hartley, (1950b)

Hastings, Mosteller, Tukey, Winsor, (1947)

, Johnson, (1952)

Jones, (1946)

Jones, H0L0, (1948)

Kawat a,

^endall, (1940)

Lord, (1947)

McKa^, (1935)

ill an, (1949)

von Mises, (1930)

Mood, (1941)

Moshman, (1952)

Me s teller, (1946)

Nair, K 0 Ho, (1948a)

Hair, K„ R., (1948b)

Hair, Ka.R 0 , Shivastava, (l94l)

Patnaik, (l950)

Pearson, E 0 S 0 , (1932)

Pearson, (1937)

Pearson, E 0 S 0 , Haines, (1935)

Pearson, E 0 S 0i, Hartley, (l943)

Pearson, K 0 , (1920)

Filial, K., (1948)

Filial, K # , (1950)

Pill ai , Ko, (1951)

Rider , (195Q)

Schpjttzenberger, ( 1948b)

Schuttzenberger, ('1948c)

Shone, (1949)

Sillitto, (1951)

Emi rno .f f , (1935)

EmirnoFf, (1936)

Walsh, (1946a)

Walsh, (1946b)

xx
Ms SCALING

Bateric, ( 19I+6 ) Eaten , Tromt, (194&)

Bliss,, ^nderson, Marland, (1943)

Bradley, Dimcaiij (1950)

Bradley, Terry, (1951a)

Bradley, Terry, (l952>b)'

C hapm'an , ( 1935 ) Cramer, (1945)

Cf’ist, Seaton, (1941)

Durbin, (195-1)

Eddiscn, Kempthorne, Hosking, Barkworth, Cox, Howlands, (1951)

Eysenck, (1939)

Friedman, (194o)

Greenwoo d , ( 1943

)

Greenwood, Salerno, (1949)

Gut tman , ( 1945

)

Kend al 1 , ( 19 42 a.)

Kendall , (1948a)

Kend al 1 , Srni th, ' (1939b)

Kendall, *dni th ,

( 1 93 9 c

)

Moran, (1947b)

ScheffeV ( 1952 ) S chnyl e r, ( 1

43

)

Stmar t , (1951)

Wolfowlts, (1942)

Ns DISTRIBUTION THEORY ^ — --———

And erson , E „ s 0 ,

( 1949

)

Anderson, T.W,, (1943)

Andr 4 , (1879)

Andre, (18&3-S?)

Andre", ( 1883b)

Armitage, Baines, Li ndley, Bateman, (1948)

Baticle, (19|1)

Battin, (1942)

Bendersky, ( 1948 ) Ber trand , (

8 7 5

)

Besson, ^ (1920

)

Bienayme, (1875)

Bilham, (1926)

Bi rnbaum, (1948)

Bi rnb aum, ( 19 49

)

Birnbapm, Lingey, (1951)

Blomqvisth (1950)

Bl omqvist> .> (1951)

Borel, ( 1933 ) Bose, (19485

Bose, (1950)

Botteman, van Veen, (1943)

xxi
Botteman, van Veen, (1948)

Br own, Mood , (1951)

Burr 5 (1952)

Carl ton j, (1946)

Chandrasekar , Francis,, (1941)

Chung, (1949) . Cochran, (1938)

Cochran , (1942)

Cochran., (1952)

Cramd^y (1948)

Danie'1 s , Kendall, (1947)

Darling, (1951)

David, (1934)

David, (1939)

David, (1947 a)

David, (1-9478)

David, (1948)

David, Johnson, (1948)

David, Johnson, (1951a)

David, Johnson, (1951b)

David, Kendall, Stuart, (1951)

Dixon, (1940)

Dodd, (1923)

Dorab, (1947)

Doob, (1949)

Eggleton, Itermack, (1944)

Eisenhart ,C 1937

)

Eisenhart, ( 1938 ) Eisenhart, Derning, Martin, (1948)

Erdos, Ka© , (1947)

Esscher, *,1924)

Evans, (1942)

Federighi, (1950)

Feller, (1948)

Feller, (1951

)

Finney, (1947)

Fisher, (1922)

Fisher, (1926a)

Fisher, (1926b)

Fisher, (1928)

Fisher, Tippett, ( 1928 ) Fraser, (1950)

Frechet, (1927)

Freund, (1951)

Friedman, (l937)

Friedman, (1940)

Gardner , GartsteTn, (1948)

Geary, (1938)

Gosh, (1948)

Gildemei ster , van der Waerden, (1943 “44) Gleissberg, (1945)

Gleissberg, (1947

xxii
Godwin, ( 1 9^4-8

)

Gold, (1929)

Gontcharoff, (1942)

Gontcharoff, (1943)

Gontcharoff, (.19444)

Goudsmlt, (1945)

Greenwood, (1938)

Greenwood, (1940)

Greenwood, (194$)

Grecrille, (1941)

Greville. h Q/lIl)

Gumbel, (1933 ) Gumbel, (1944)

Gurnb el, ( 19 4$

)

Gumbel, (1947 a.)

Gumbel, '>1949)

Gumbel, Greenwood, (1951)

Gumbel, Kenney, (1950a)

Gumbel, Kenney, (i950b)

Gumbel, von Schell ing, (1950)

Gupta, (1950)

Haden, (1947)

Hadwfeger ,

( 1943

)

Hadwjeger, (194$)

Haldane, (1937)

Haldane, (1939)

Haldane, ^mith, (1948)

Hannah, (1950)

Hartley, (1942)

Hartley, ^ 1950a)

Hartley, (1950b)

Hastings, Mos teller, Tukey, Winsor, Hayashi, (1950)

Hemerlrijk, (1952)

Hoeffding, (194?)

Hoe ffding, (1948a)

Hoeffding, (1948b)

Hoeffding, (1951a)

Hoeffding, Robbins, (1948)

Iioel, (1938)

Homma, (1951

)

Hotelling, Pabst, (1938)

Johnson, '1948)

Kac, (1949),

Kannellos, (1948)

Kaplansky, (l945 a ) Kaplans ky, Eiordan, (1945)

Kaplansky, ^iordan, (1946)

Kawat a. Kendall, MoG 0 , (1938)

xxiii
Kendall,, M0 G 0 * Kendall

Kendall

Kendall*

Kendall

Kendall

Kendall

Kendall

Kendall * Kendal 1*

Kermack*

Kermack*

Kolmogoroff

Kolmogoroff

Krishna*

Krishna*

Krishna

Krishna

Krishna

Krishna

Krishna

Krishna

Kruskal

(1940

( 1942 a)

(1942b)

(1947)

1948a)

(1949) , 2mith s (1938)

°mith. (1939^)

M o G e * M.Go,

(1945)

M.G.,

MoG „

M„G 0 , MoG1 „ * MoG o * M»G», Smith 3 Me Kendrick

McKendrick,

(1933)

s> ^194^-

(1947)

'1948

)

(1949a)

(1949b)

(1950a)

' -95o<

(19390)

(i937i)

(1937b)

Sukhatme * (1949)

52)

Kullback, 11939)

Kuznets* (1929)

Kimball* 11947)

Kimball* (195’0)

Levene* ( 194b)

Levene* ( 1952 ) Levene* Wolfowitz* (1944)

Mack* ( 1. 943 ) MacMahon* ( 1917 ) MacStewart* (l.94l)

Madow. (1943)

Malmqvistr* (1950)

Mann* (1945a)

Mann* (1945b)

Mann* Whitney* (1.947)

Marbe* 1-1926)

Marb e * (1934)

Mar shall * ( 1951

)

Marshall* Walsh* ( 1.950b)

Massey* ( 1 9 9 0c ) Massey* (195lb)

Massey* (1951c)

Mathisen* (1945)

Maul don, (1951)

McCarthy* (1.947)

McKay* (1935)

McMillan* (I 949 ) Mihoc* (1943)

Mihoc* (1949)

xxiv
von Mises* (1936)

(1950)

U941)

(1950)

(1949)

Wallis, (1943)

/1947a)

(1947b)

(I947d)

(1948a)

(19480)

(1950b > (1951a)

(1951b)

(1951),

(1941)

(1946)

(1948)

(1950)

Mullemeister.,, (1945)

Neyman, (1935)

Neyman, (1937)

Noether,, (l949)

Noether, ( 1950)

NoKo ,

< 1942 ) R» s (1940)

H OJ> (1948a)

Ro, (1948b)

(1949)

(1948)

Tukey,

(1949)

Mood,

Mood

,

Moodl£

Moore,

Moore

,

Moran,

Moran

Moran,

Moran,

Moran,

Moran,

Mor an

Moran,

Moriguti,

Mos teller.

Mo s teller,

Mos teller,

Mosteller

A,

K,

K,

K,

(1947)

Nair

Nair

Nair

Nai r Olds ! Olmstead,

Olmstead

Patnaik,

Pearson,

Pearson,

Pearson,

Pearson,

Pitman,

van der

Ra jalakshman.

Rider, (1950)

Rider, (l95D

Robbins, (1944b)

Bobbins, (1945)

Sakamato, (1943)

Santal<5, (1947)

Sawkins, (1947).

von Schelling, ^1939)

von Schrutkap.. (1941)

Schuttzenberger , (1948b)

Schuyler, ( 1948

)

Seal, (1948)

(1900)

, (19^1)

(1920)

(1933)

(l937)

Plank, (1948)

(1943)

XXV
Shanaw any

Sherman,

a ^1936

^ 1950 ) Shone* (1949)

Silberstein* *1945)

Sillitto* ( 1947 ) Silverstone* 11950)

Smirnoff'* (1935)

Smirnoff* (1939&)

Smirnoff* (1939b)

Smirnov* (1947)

Stevens* (.1937)

Stevens* (1939)

Stevens* (l9£l)

Stuart* (1951)

"Student1*, (1921)

Sukhatme* (l949 a) Sukhatme* (1949b)

Thompson* (1936^

Thompson* (1938)

Ville, (1943a)

Vora* (1950)

Votaw* ^1948)

Wald* (1947)

Wald* Wolfowitz, (194°)

Wald* Wolfowitz,* (1943)

Wald* Wolfowitz* (1944)

WaldaJJfel* (1943 5 Walker* 192?)

Wallis* (1939)

Wallis* Moore* (l94l a ) Wallis* Moore* ( 1941b)

Walsh* (1949 a)

Welch* (1938)

Whi twor th *

( 1 9 45

)

Wilks* (1935)

Wilks* (1943)

Wlshart* Hir-schfield* (1936)

Wolfowitz* (l942)

Wolfowitz* (l944a)

Wolfowitz* ,

; > 1944b)

Woodbury* (1940)

Young* (i94l)

0°o APPLICATIONS

Azorin* Wold* (1950)

Baillie* (1946)

Baker* Guilbert* m 942)

Barnard* (l934a ) xxvi
Bennett, (1951)

B Ilham, (1926)

Brown, (1948)

Cameron, (1952-)

Campbell, (1942)

Charley, (1950)

Cochran, (1936)

Cochran, (1938)

Cole, (1945)

Cowles, Jones, (1937)

Crist, (1940)

Crist, Seaton, ( 1942- ) Dawson, Duehring, Parks, (1947)

Elsenhart, Wilson, (1943)

Elfving, Whitlock, (1950)

Eysenck, (1939)

Gage, (1943)

Gold, ( 1929 ) Greenwood, Salerno, (1949)

Gruneberg, Haldane, (1937)

Guttman, (1946)

Haldane, Smith, (1948)

Jones, (1937)

Kendall, Smith, (1938 ) Kendall, Smith, (1939b)

Lesser, (1933)

Mainland, (1943)

Hosteller, (1941

)

Nair, K 0 R 0 , (1938)

01ms te ad, (1940)

Pearson, (1900)

Pearson, (1911)

Pearson, (1932a)

Pridmore, (1944)

Rider, (1951)

Schtfttzenberger, (1948b)

jtpL)

Whitfield, (1950)

Wilcoxin, (1946)

Yule, (1938)

P : TABLES

Azorin, Wood, (1950)

Bateman, n a, u ci lieu. i 9 (1948) * -h / hpw

Berge, (1937)

Bilham, (1926)

xxvii
Birnbaum, Tingey, (1951)

Blomqvist, (1950)

Blomqvist, (1951)

Camp, (1948)

Cole, (1945)

Cox, (1948)

David, (1934)

David, ( 1939 ) David, (1947a)

Davids (1947^)

David, (1949)

David, (1950a)

David, (1951)

David, Kendall, Stuart, (1951)

Dixon, (1940)

Dixon, (1948)

DuBois, (l939)

Elderton, (1902)

Festinger, (1948)

Finch, (1950)

Finney, (1948)

Fisher, (1922)

Fisher, (1950)

Fisher, Yates, \1948)

Friedman., [l937)

Friedman, '194-0)

Fulcher, ( 194-2)

Gayen, (1949)

Gayen, (1950a)

Gayen, Vl950b)

Gayen, (1951)

Gleissberg, (1945)

Godwin, (1949)

Gumbel, (1947 a ) Gumbel, (1949)

Gumbel, Greenwood, (1951'

Gumbel, Kenney, (3.950a)

Gumbel, Penney, i 1950b)

Gumbel, vonSchelling, (1950b)

Gupta, { 1950 ) Haldane, ^mith, (1948)

Hartley, (1950a)

Hartley, (1950b)

Hastings, Mos teller, Tukey, Winsor, Jones, (1948)

Jones, (1948)

Jungensen, (1947)

Kaplan sky, (l945 a ) Kendall, (1952)

Kendall, Smith, (1938)

Kendall, Smith, (1939 a ) Kendall, Smith, (1939c)

Kendall, Smith, (l939d)

xxviii

Kolmogoroff^ tk 194l)

Krishna* i 1950a)

Kunisawa^ Marabe s Morimure^

Leser p (1942)

Levene^ (1952)

Lord , (1947).,

MacStwear t s (1941)

Mainland^ (194®

)

Mann p (1950)

Mann , Whi tne y,

( 1 9 47

)

Marshalls Walshs (1950b)

Masseys (1950c)

Masseys (1951a)

Masseys (l95ob)

Mat hi sens (1943)

Me Car thy s (194?)

McKays (1935)

Moores Wallis , (1943)

Moran?

( 194®^

)

Morans ( 1950b)

Morans (1951b)

Moshman> (1952)

Mos tellers (1941)

Hosteller, (1946)

Mos tellers (1948)

Hostellers Tukey? (1950)

Mur- phys

Neyman,

Norton

Olds s Olds s 01ms te ads

01ms te ad «, Patnaiks

Patnaik * Patnaik,

Pearsons

Pearsons

Pe arson

s

Pearsons

Pearsons

•Pearsons

Pearsons

Pearsons

Pearsons

Pearsons

Pearson

Pillai,

) . Pearsons (1930

)

lairs K 0 R

o

s (1948a]

Puke ys (1947)

1948)

(1*949)

(1950)

(1932)

Hartleys (1943)

Merringtons (1948)

Merrington, (1951)

Ko (1900)

Kos

Ko s Kos

Kos

K

(1919)

(1920)

< 1951 ) (1933b

(1934)

Pillai,

^itman, ( 1937

Placketta ^19

(195D

xxx
Rider9 ,

* 1929 ) Rider, (1^51)

Schmidt , "1934)

Schuttzenberger, ( 19480 ) Shanawany, (1936)

Sillitto, (1947)

Sillitto, (1949)

sillitto, ( 195D

Silver stone ? (1950)

Smirnov 3 (1947)

^mi mov , (1948)

Stevens , (1937)

Sukhatme, (1938)

Swed, ^Isenhart, ( 1943 ) Swineford, (1946)

Swineford, (194-8)

(Thomas, ' ( 19.51)

x‘ippett, ( 1927 ) van der Vaart, "1950b)

Wallis, Moore, (31943a)

Wallis, Moore, ( 1941b)

Walsh, (1946a)

Walsh, (I946d)

Walsh, (1949 a)

Walsh, (1949°)

Walsh, (1950b)

Walsh, ) 1950c

)

Walsh, 195D

Welch, (1937)

Welch, ( 1938 ) Westenberg, ‘1948)

Whitfield/ (1949)

Whitney, (1951) , van Wi,ingarden, '1950)

"iicoxfan, "1945)

Wileexon, (1947

Wile 00 ©21 , (1949)

w ilk si, ( 1942 ) Williams, ^1950)

Winstein, (1946^

Woodbur y, (1940

)

Young, (1941)

Zurbin, "1939)

X§

B irnb aura , (1948)

Birnbaum, Zuckerman, (1944)

Chakrabarti^, (1946)

Chakrab ar 1 1 ,( 194-7

)

MISCELLANEOUS

XXX
Dysoh* (1943),

Fix, Hodges, '>1950)

Frechet, (1947)

Guttman, (194$ a)

Hornich, (1943-)

K apian, sky , (1945b)

Kerawala, '194$)

von Mises, ( 1 9 31

yon Mises, (l93*9 a ) Pearson, (1950a)

Picard, (1951)

Plackett, (1947)

Reiersol, (1944)

Shohat, Fean son, ( 1 9^9

Smirnov, (1947)

Tukey, (1946)

Wallis, (1942)

Wilkies 9 (1944)

Wins te in, (1946)
Franz ADLER

1951 **Y&tes ! correction arid the statistic! ans” H

Journal of the American Statistical—Association ———

V. As ALLINSON and C * D 0 BATES

1944 ^The basis of the C » S s Ms test-charts and methods

of calculation®* H

(British) Ministry of Supply Advisory Service

ty^ontroTT"

Wcffi^~cajTl^ ©port--jfo7°~Q^7^7^'7

*“ ’ " “

E e S - ANDERSON

1949 w 0n the number of positive sums of random

variables*’ N

Skandinavisk Aktuarie tidskrif t 32 $ 27-36 50-2J6

0. ANDERSON

1935 Einfiihrung in die mathematische Statistik C

Julius Sp'rThgeFJ' ' Wien;

T 8 W. ANDERSON

1943 88 0n card matching”

Annals of Mathematical Statistics i/i> 426-1*35

Desire ANDRE

1879 "Dovelopipents d@ sec x et d© tang x”

Cbmpfces Rendua (Paris) 88 g 965^96

1883a w Probabili pour qu ! une permutation donnee

de n lettrea^ soit una permutation alternee”

Comptes Rendua/ (Paris) 97? 983-984

1883b ”Sur le, nombre des ^permutations de n elements

qui presentent s sequences”

Comptes ^endus (Paris) 97 ? 1356-1358

N

44=208

N

N

N
=> 2 -

Fo- Jo ANSCGMBE

1948 "The validity of comparative experiments*8 Journal of the Royal Statistical' Society ' ' '

Po ARMITAGE

1944 "A go not=go sequential t-test"

^British) Mi nistry of Supply Advisory Service

oir^taTTs tt^aT~~He tho5"lmd Quail ty C onlrrol 0

' Te^Hnlcar^er^rT^ 0 QC /ft/ZHT

P e ARMITAGE, A» H, J» BAINES , D 0 Vo LINDLEY

1944 "On some properties of binomial sequences

59 (Bri tish) Ministry of Supply Advisory Service

bn “STtaTrsEfc al Meliiod^lmd QuaTTL^lTontro IT

"””” IteTHn

Y

cTlL TYeTor t - °No4 /2. d

~~

Fo AZORIN and Ho WOLD

1950 " Product sums -and modulus sums of Ho Wold 8 £ normal deviates"

Trabajas de Estadistlca 1, 5=28

Do C 0 BAILLIE

194-6 "0n testing the significance of mortality

ratios by the use of

Tr ansactions of the Actuarial Society of

’5merTcTlj.7 , 3^6°34;

““““““

Go Ao BAKER and Ho R» GGILBERT

1942 "Non=>randomness of variations in daily weights

of cattle"

Journal of Animal Science 1 9 293=299

G 0 A, BARNARD

1943^ “The use of the median in place of the mean

In quality control charts"

(British) Ministry of Supply Advisory Service

on Quality Control 0 Technical Report—No «, ~~ W/R7^ "

A

49=724

G

IN

EOF

0

47-284

0

GLO
- 3 -

Go A. BARNARD

1943b ^Statistical methods applied to assembly

processes 8 '* CO

(British) Ministry of Supply Advisory Service

on QuaTTty Control® Technical Report- ~lNfoT~~~ wiTFptn

^

1944 nAn analogue of Tcr&yoheff » s inequality in terms

of range**

(British) Ministry of Supply Advisory Service

on STati s tic ai mod and Quality Control®

WcrmjTcaT~'^e

T3 ort -4lo f, Q,6 At71

*

.uwajaix^- fr- a It—rfh—

C

1945 ”A new test for 2x2 tables 1* Nature l£6, 1??

1947 a Significance tests for 2x2 tables**

Bi ometrika 3j±, 123-138

194?b **2x2 tables* A note on E„ -Pearson's paper"*

Biometrika 34# 168=169

H

46-

131

H

47-

395

H

47-395

M e s e BARTLETT

1935 "^he effects of non-normality on the t-distribution** K

Proceedings of the Cambridge Philosophical y^T1 ' 'T_r '' iWIBl r». «i ! ir. *— t m r, . .. gocTe^tj Jlj d2j^ZJl

1950 M'The frequency goodness of fit test for probability

chains I

^

Proceedings of the Cambridge Philosophical

51-512

G, BATEMAN

1948 **0n tho power function of the longest run as a

test for randomness in a sequence of alternatives IN?

Biometrika 3g* 97-112 48=603

W* D» BA TEN

1946 "Analysis of scores from sampling tests 1* M

Biometrics j|, 11-14

W. D « BATEN and G* M* TROUT

1946 ^A critical study of the summation -ofdifference-in-rank method of determining

proficiency in judging dairy products 8 * M

Biometrics 2, 67-69
Edgar BATICLE

- 4 -

/ / 1951 l|! Sur la probabilite des iterations dans le

schema de Bernoulli

Gomptes Rendus (Paris) 232 g 472=473

I. Lt> BATH N

1942 ‘‘On the problem of multiple matching 8 ® Annals of Mathematical Statistics 13 s

Lo BENDERSKY

1948 **Sur quelques probleme s concern ant les

epreuves r^petees 99 Bulletin des Sciences Mathematiques (2)

C 0. ho BENNETT

1951 58 Applications of tests for randomness®*'

Industrial and Engineering Chemistry 43s

N

51-619

N

43=102

N

49-384

10

Fo BENSON

1949 "A note on the estimation of mean and standard

deviation from quantiles®*

Journal of the Royal Statistical Society ( B

)

0o BERGE

1932 w Uber das Theorem von Tchebycheff und andere

Grensen einer Wahrscheinlichkei tsfunktion58 Skandfnavisk Akfcuarie tidskrif t 1932 9 65=77

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for two variables 1®' Biome trika 29 9 4^5=4^6

Agnes BERGER

1951 M0n uniformly consistent tests*9 Annals of Mathematical Statistics 22»

2W-W3 m "

KL

C

CP

B

52-143
« 5 “

Joseph BERKSON

1938 "^ome difficulties of Interpretation en»

countered in the application of the chisquare test” E

Journal of the American Statistical Association

227

-

Joseph BERKSON and H # C, GEARY

194.1 ’’Comments on Dr * Madow® 3

!jW ote on tests of

departure from normality® with some remarks

concerning tests of significance 55 E

Journal of the American Statistical Association

wr

~ —~

So BERNSTEIN

1927 Theory of Probability C

Boscow,^9=I65

J* BERTRAND

1875 wNote relative stu theorem© d© Me Bienayme n IN

Comptes ^endua (Paris ) 81, 458 and 491 “492

Lc BESSON (Translated and abridged by E«. W 9 Wool&rd

}

1920 8l 0n the comparison of meteorological data

with chance results 1* IN

Monthly Weather Review 48, 89-94

Ae BHA TTAC HARYYA

1943 K 0n a measure of divergence between two

statistical populations defined by their

probability distributions’*

Bulletin Calcutta Mathematical Society

, ————

1948 wOri a measure of divergence between two

, multinomial populations 15

\

' Sankhya 7j> 401”406

Je BIENAYME^

1 / \ s

1855 ’’Considerations a 1 ® appuie de la d^ecouverte de

Laplace sur la loi des probabilites dans la

methods des moindres carres”

Comptes Rendua (Paris) 37 $ 309 - 326

F

45-7

F

47-282

c
/

Jo BIENAYME

- 6

1867 "Considerations a l 9 appuie de la decouverte

de Laplace sur-la loi des probability’s dans

la method© des moindres carr^s”

Journal de Math£matiques (Liouville ,, 2nd series)

I

^

1875 "Application d 9 un theorem© nouveau du caleul

des probabili tes w Comptes Rendus (Paris) 81 ,? 417°423

E o Go BILHAM

1926 "Correlation coefficients"

Quarterly of the Royal Meteorological

“SocT5%|

Z. W, BIRNBAUM

1948 "On random variables with comparable peakedness"

Annals of Mathematical Statistics 19 9 78 =8

19ii.9 "On the distribution of Kolmogoi^ov 9 a statistic

for finite sample size"

Proceedings of the semi n ar on scientific

computa^Q^lFM“^orFr7~l;ro Yo ) „ 53=36 g ITov 0 1949

Ze W 0 BIRNBAUM <, Jo RAYMOND , and Ho S 0 ZUCHERMAN

194? **A generalization of Tshebyshev B s inequality

to two dimensions"

Annals of Mathematical Statistics l8 g 70=79

Zo Wo BIRNBAUM and Fred Ho TENGE

1951 "One ~sided confidence contours for probability

distribution functions"

Annals of Mathematical Statistics 22l0 592=598

Ze Wo BIRNBAUM and H 8 So ZUCEERMAN

1944 "An inequality due to H c H0rnichw Annals of Mathematical Statistics l£ 9 328=329

1949 "A graphical determination of sample size

for Wilks 9 tolerance limits"

Annals of Mathematical Statistics 20« 313=

ng—: —

c

IN

INO

CNX

48=452

en

G

47-470

enp

52=367

X

45=160

D

49=724
- 7

-

G* I. BLISS, E o Do ANDERSON, R, E„ MARLAND

1943 A- technique for testing consumer preferences

wl t^i~peoTaT^efareiic eto

of Ice emaT

Storp s Agri cul tur al Experiment Station

Bulletin 251, 20pp»

Nils BLOMQVIST

1950 “On a measure of dependence between two

random vari able s

99 Annals of Mathematical Statistics 21 , 593^600

195>1 “Some tests based on * dicho tomiz&tion*-

Annals of Mathematical Statistics 22, 362-371

Gerto BONNIER

1942 “The four-fold table and the heterogeneity

test’*

Science §6, 13-14

E. BOREL

1933 w Sur un problems elementaire de probabilites

et la quasi -periodic! te^ de certains pbenomenes

ar i thme ti que s

Comp tea Rendus (Pagt. ?- 196 , 881-882

R* C « BOSE

1946 11 The patch number problem9 ' Science and Culture 12 , 199-200

1950 M 0n a problem of two-dimensional probability^

Sankhya 10, 13-28

0. B0TTEMA and S c C, wm VEEN

1943 “Calculation of probabilities in the game of

billiards I

Nieuw Arehief voor Wiskunde ^2) 22, 15=33

1946 “Calculation of probabilities in the game of

billiards II

Nieuw Archief voor Wiskunde (2) 22 , 123“-15>8

24

JNP

51-510

GNP

H

43-26

IN

IN

47-389

IN

51=113

N

46-209

N

47-470
- 8

Albert H* BOWKER

1944 w Nofce on consistency of a proposed test

for the problem of two samples” F

Annals of Mathematical Statistics 15 $ 98*101 45*10

R e Ao BRADLEY

1952a 51 The distribution of the jt and F statistics

for a class of non“normal population” K

Virginia Journal of Science 3_ 5 1*=34 . 1952b ^Corrections for non=»normali ty in the use

of the two “3 ample and F=tests at high

significance levels” ~ GK

Annals of Mathematical Statistics 23 *, 103-113

Ro Ao BRADLEY and D 0 B 0 DUNCAN

1950 S

:~afistieal methods for sensory d ifference

te¥¥s"~oT

mTooR^irali t

y

arxnuai TTe port No 0 1 AM

Mimeographed report from the Virginia

Agricultural Experiment Station*, Blacksburg*,

Va e December 1950

Ro Ac BRADLEY and Mo E 0 TERRY

1951 & Stat 1 s tibhl me thods for sensory difference

"of "food quality^ ’Biannual Report f§6* 2 AM

Mimeographed report from Virginia Agricultural

Experiment Station*, Blacksburg*, ?a 0. June 1951

1951b Sta tistical methods for sensory difference

tests of food quali ty« Biannual Report No c 3 M

Mimeogr apE©H

a=7epoFF7’rom Virginia Agricultural

Experiment Station*, Blacksburg 9 Va 0 Dec 0 1951

Ao BROWN and P 0 Jo STANLEY

^Relation between chemical analysis and

ballistic limit for armour plate” J

(British) Ministry of Supply Advisory Service

on Quali ty Control o ~tfechnicaf* ~~~ReporFl^Wo ~ “0 '

Bernice BROWN

1948 Some tests of the randomness of a million

aig£ET

Project RAND P=44 (19 u etober 1948)

10
- 9

-

G* Wo BROWN and iU M. MOOD

1951 On median tests for linear hypotheses.- GN

Proceedings of the Second Berkeley Symposium

on ^Mathematical Statistics and Fr6baSilTtya uSTversity of SaLTf’ornia 'Yress,' ppT~T^pTo6

Irving W. BURR

1952 wDis tribution of ranges from an arbitrary discrete

population** LN

Annals of Mathematical Statistics 23,, i/4.5

J 6 Mo CAMERON

1952 n' R@sults of some tests of randomness on pseudo*

random numbers 45 (preliminary report) 10

Annals of Mathematical Statistics 23, 138

Burton H e CAMP

1922 W A new generalization of Tchebycheff 5 s statistical

in© quail tjn C

Bulletin of the American Mathematical Society^

1923 a*Not© on Professor Narumi^s paper*® C

Biometrika 1$ , lj.21-ii.23

1938 ’’Further interpretations of the chi-square

test95" E

Journal of the American Statistical Association

227~F37=5P

194^ 5, The effect on a distribution function of

small changes in the population function59 BK

Armais of Mathematical Statistics 17? 226~231

19^6 ^Generalization to N dimensions of inequalities

of the Tchebycheff Uype M CP

Annals of Mathematical Statistics 19? *?68-5>7ty lj.9~33i|.

W, E 0 CAMPBELL

1914.2 Use of statistical control in corrosion and

con¥act”resiitance studies 10

BelT^Syg^ eipfeclini caI~"Publ i cat! ons Monograph

B-13^0
- 10 -

F 0 P e CANTELL I

1910 "Intor.no ad un teorema fund amen tale della

fceoria del rxschio" C

Ballet ino dell 9 Aasociazione degl 0 Attuari

TFaliani

1928 9*Sui eonfini della probabilita" AC

Atti del Congresso Internazionale del

Maj¥matTcT°57 47" ~

Ao George CARLTON

1948 "Estimating the parameters of a rectangular

dx s tribution*1 N

Annals of Mathematical Statistics 17 p 355=358 47”4l

John B® CARROLL and C » C* BENNETT

19^0 "'Machine short°cuta in the computation of

chi-square and the contigency coefficient59' EH

Psychometrika 1$ ,I4.I4.I -=i|i|_7

Mo Co CHAKRABAR TI

1946 "A note on skewness and kurfcosis"

Bulletin of th© Calcutta Mathematical

1947 **0n th© inadequacy of measuring the peakedness

of a distribution curve by the standardized

fourth moment"

Bulletin of the Calcutta Mathematical Society

x

47=393

X

49=50

C® CHANDRASEKAR and Mary G* FRANCIS

1941 51 A method to get the significance limit of

a type_of test criteria"

Samkhya 165=168

LN

43=165

Jacques Mo CHAPELON

1937 "Sup I'inegalite fondamentale du calcul des

probabilltes" ^ C

Bulletin de la Societe Mathemati ~ que d© Franc© T" *

Do W 0 CHAPMAN

1935 "Ihe generalized (problem of correct matchings" M

Annals of Mathematical Statistics 85=95
- 11 - Helen CHARLEY

1950 ^Effect of baking pan material on heat

penetration during baking and on quality of

cakes made with fat?8! Foo^JRe^earch 15, 155-167

Lp No CHOWN and P 0 ho Po MORAN

1951 w Rapid? methods for estimating correlation

coefficients 88 Blome trika 3.3 , If6i4.~ij.67

Ko Lo CHUNG

1949 n An estimate concerning the Kolmogoroff

limit distribution81 Transactions of the American Mathematical

Ao Lo CLARK

1933 n An experimental investigation of probability88 Canadian Journal of Research % 402=414

1934 ^Experimental probability88 0 anadi an Journal of Research 11 , 6 58 -664

Wo Go COCHRAN

1936 ^Statistical analysis of field counts of

diseased plants88 Supplement to the Journal of the Royal

FtaWstTFal' Bezels tj 3 ”49"67

1936-37 u The %

c distribution for the binomial and

Poisson series with small expectations 88 Annals of Eugenics 7 s> 2 07° 214

1938 59 An extension of Gold^s method of examining

the apparent persistence of on© type of

weatherw Journal of the Royal Meteorological Society

MT63T-634

' "

1941 w The distribution of the largest ©f a set of

estimated variances as a fraction of their

total 88 Annals of Eugenics 11 , 47°52

0

J

EN

50-606

NO

0

IKO

E

INO

L

42=171
12 ca

W. G. COCHRAN

1942 '""The correction for continuity’* EN

Iowa State College Journal of Science 16*

T5ST=Zi3b ——————— — 43=280

1950 w The comparison of percentages in matched

samples**' GN

Biome trika 37 9 256=266 51=621

LaHont C • COLE

1945 simple test of th© hypothesis that alternative

events are equally probable 1* GOP

Ecology 26 , 203=205

Randal H. COLE

1951 ’’Relations between moments of order statistics** L

Annals of Mathematical Statistics 22 , 308=310 51=841

Alfred COWLES and Herbert E 0 JONES

1937 ’’Some a pos teriori pi’obabili ties In s tock=

market aF^Ton^ 10

Econometric

a

D 280=294

D. R„ COX

1948 85 A note on the asymptotic distribution of

rang©’5 LP

Biome trika 35 , 310=315 49=486

A* Jo CRAIG

1932 58 0n the distribution of certain statistics** L

American Journal of Mathematics 54j 353=386

C. Co CRAIG

1933 ,? on the Tehebycheff Inequality of Bernstein” C

Annals of Mathematical Statistics ^9 94=102.

Harald CRAMER

1948 Mathematical methods of statistics CLMN

Princeton University Tress^HPrTHcFfconp

New Jersey, pp 0 182=183,256,387=378 ‘ 47=49
13 -

J. W. CRIST

19U0 "Correlation from ranks for horticultural

research59 JO

Proceedings of the American Society of

Hortici^iurST 5cYen ^ 3=595

J. Wo CRIST send Ho L« SEATON

1941 ^Reliability of organoleptic tests 51 MO

Food Re s earch 6 (

'

)

» 529=536

Jo Ho CURTISS

1950 wL©t quality measured by average or variability95 C

Accept

ne e_ Sampling s The American Statistical

Association 5 Was&mgtozip D e C

1 ** 79=116

Joseph F 0 DALY

1946 85 On the use of the sample range in an analogue

of Student's t=testw Annals of Mathematical Statist i cs 17 9 1l°7k

Ho Eo DANIELS

1943 l?l£he relation between measures of correlation

In the universe of sample permutations"

Bioroe tri ka 33 s 129=13.5

1950 wRank correlation and population models"

Journal of the Royal Statistical Society ^B)

gATTT-l&I * " —

H. Eo DANIELS and Mo G, KENDALL

1924.7 n The significance of rank correlation where

parental correlation exists 85 Biometrlka 3k9 197=208

D* van DANTZIO

1951 a "On the consistency and the power of

Wilcoxon's two sample test"'

Proce edings of Koninkllrke Nederland s

We tehschappen ~TIX3¥I^‘^8

1951b "Une nouvelle generalisation de 1 ' ineg all te*

de Bienayme M

Annales de I'Institut Henri Poincare" 12 p 31=51

""

LP

i|.6=l+6A

J

45-91

J

51=725

JN

48=364

F

51=726

c
- 14 -

D c A. DARLING

1951 "Sums of symmetrical random v ariables”

Proceedings of the American Mathematical

SocIeSjrzT

P. N. DAVID

193^4- “On the test for randomness § remarks,

further illustrations , and tables of P for

given values of=l©g^Q

Biometrika 26, 1-11

1939 “On Neyman’s 'Smooth® test for goodness of - fits Io Distribution of the criterion *^2

when the hypothesis is true”

Biome trika 31 , 1.91=199

1947a n A x

2 8 smooth 8 test for goodness of fi

t

w Biome trika 34 s 299=3X0

1947b “A power function for tests of randomness in

a sequence of al tern at Ives 85

9 355=339

1948 •’Correlation between cells-8 Biometrika 3b ? 418=422

1949 “Note on the application of Fisher® s k=

statistics'*

Biome trika 36 * 383=393

1950a “Two combinatorial tests of whether a

sample has come from a given population 81 Biometrika 37 , 97=110

1950b “An alternative form of chi=square w Biometrika 37 , 448=451

F. N. DAVID and No L. JOHNSON

1948 “The probability integral transformation when

parameters are estimated from the sample”

Biometrika 35, 182=190

1951a “The effect of non=normality on the power

function of the F~test in the analysis

of variance*®

Biometrika 38 , 43=57

N

52=258

ENP

my

ENP

48=600

INP

48=600

EN

49=465

KP

50=447

5?=3S

E

51=345

EN

49=51

GKN
= 15 ®

F. No DAVID and No L„ JOHNSON

1951b nA method of investigating the effect of nonnormality and heterogeneity of variance on

tests of the general linear hypothesis’*5

' Annals of Mathematical Statistics 22„ 38^=

392" —

19^2 w, Ihe sensitivity of analysis of variance

tests with respect to random between group

variation’* , Trab& jos de Estadistiea 2 S 179=188

H» Ao DAVID

1951 f5 Further applications of rang© to the analysis

of variance 2* Biometrika 33 P 393=>4^9

So To DAVID c, Mo Go KENDALL * Ao STUART

1951 "‘Some questions of distribution in the theory

of rank correlation5* Biometrika 38 <, 131=140

0. Lo DAVIES and E„ S„ PEARSON

1934 ^'Methods of estimating from samples the

population standard deviations 5* Journal of the Royal Statistical Society Ct- uzm.-rsiv-x.Tu-s; n-a. rTT-mm-n-.' -- rasrnm=s.<ousa*- » —r^-rart -jc - trorn^—u^mgaearr-jSaa ggppn:3 TT7^9J

Ho TDAVIS

1941 statistics of time series

Northwestern University studies in mathematics

and the physical sciences 2 Mathematical

Monographs X,, 45=85

E 0 Ho DAWSON p Mo DUEHRING s ¥0 E» PARKS

1947 **Addi tion of ground egg shell to dffisd ®gg

for use in cooking5* Food Research 12 (4) a 288=297

W. Edwards DEMING

1938 !*Som© thoughts on curve fitting and the chi test*

Journal, of the American Statistic al -A ssociation

53 s> 545=551

GKN

52-143

GK

GLP

JNP

52=85

KL

I

42-175

0

J
— 16 “

W. Je DIXON

1940 MA criterion for testing the hypothesis that

two samples are from the same population**

Annals of Mathematical Statistics 11, 199”

mi———

W. J* DIXON and P. J. MASSEY

1951 An introduction to statistical analysis

McC-raw-Hill Book C o . lfo~ Y

V/, DIXON and A. MOOD

1946 "Ihe statistical sign test**

Journal of the American Statistical Association

E73F7--F5b

Edward L* DODD

I 923 ,? The greatest and the least variate under

general laws of error*1 Transactions of the American Mathematical

SocTe ty &5 , 525-^39 ~~

1939 ""The length of the cycles which result from

the graduation of chance elements’*

Annals of Mathematical Statistics 10*

1941 w The cyclic effects of linear graduations

persisting in the differences of the graduated

values**

Annals of Mathematical Statistics 12, 127-136

1942 "Certain tests for randomness applied to datP

grouped into small sets**

Econometrica 10 , 249-257

C* DOMB

1947 “"The problem of random Intervals on a line’*

Proceedings of the Cambridge Philosophical

Society 13,- W-TiT - -

Je La D00B

1949 ^Heuristic approach to the Kolmogorov-Smirnov

theorems* ( Annals of Mathematical Statistics 20, 393"

PNP

41-111

A

GP

LN

I

40-23

I

42=10

I

43=108

N

47-591

efn

50-43
17 -

p 0 Dubois

1939 ^Formulas and tables for rank correlation** JP

Psychological Record 3,? 45”56

Jo DURBIN

1951 "incomplete blocks in ranking experiments*1 GM

The British Journal of Psychology (Statistical

^©ctTonJllg 8j-9~0"""

P» J. DYSON

1943 "A note on kurtosisw X

Journal of the Royal Statistical Society

45=162

Ro Jo EDDXSON, Oe KEMP THORNE , Zo HOSKINS? Ho BARKWORTH,

G o Po COX , Ao ROWIANDS

1951 "Keeping quality and raw-milk grading*® GM

Journal of Dairy Research 18, 43=71

J 0 EDEN and Fo YATES

1933 ** 0n the validity of Fisher* s z=*test when applied

to an actual example of non-normal data** K

Journal of Agricultural Scienc e 23? 6-1?

Po EGGLETON and W 0 Oo KERMAGK

1944 "it Problem in the random distribution of

particles 9 * Proceedings of the Royal Society of Edin~

Burgh“T£ ? 163-il5

TM~

Go I, EGUDIN

1947 "Certain relations between the moments of the

distribution of extreme values in random

samples**

Dokl adv Akademip Nauk SSSR $8 , 1591=1584

Co EISENHAR?

1937 A contribution to the theory of testing

s tati's tie aTliypo theses

Unpublished

'

' theiis , Cniver si ty College,

London

N

45=88

48-295

EN
- 18 -

Co EISENHART

1938 w The power function of the ©hi=°square test’1 Bulletin of _the American Mathematical ———Society

1947 59 The assumptions underlying the analysis of

vari ance M

' Biome tries 3, 1 -21

Churchill EISENHART, Lola DEMING, Celia MARTIN

1949 "“The probability points of the distribution of

the median in random samples from any continuous

population88 LN

Armais of Mathematical Statistics 19* 598-599

EN

47-593

Churchill EISENHART and P 0 U D WILSON

1943 “Statistical methods and control in bacteriology88 EIO

Bacteriological Review 7,p 57=137

Wo Palin ELDER TON

1902 8l TabX@s for testing goodness of fit of theory

to observations 88 EP

Bioroetrfka 155-183

Go ELFVING and J e Ho WHITLOCK

1950 88

’ A' simple trend test with application to

erythrocyte size data1

' 8 10

Biome tries 282~288

Benjamin EPSTEIN and Milton SOBEL

1952 ?! Some tests based on the first r ordered

observations drawn from an exponential

distribution88 L

Annals of Mathematical Statistics 23, 143-144

Po ERDOS and Mo KAC

1947 !, 0n the number of positive sums of independent

random variables 88 Bulletin of the American Mathematical

Society b3T~l'61l”lQ2tr~"

' N

48-292
- 19 =

F © ESSCHER

1924 sj 0r» a method of determining correlation from

the ranks of the variates”

Skandinavisk Aktuari e tidskrif t 7 S 201-219

W 0 Duane EVANS

1942 5? Th© standard error of percentiles'*

Journal of the American Statistical

%iso5Ta!TairTnrj67=37G~~

Ho Jo EYSENCK

1939 w ¥he validity of judgments as a function of

the number of judges'*

Journal of Experimental Psychology 25 » 650-

Enrico FEDERIGHX

1950 w'?he use of chi-square in small samples55 American Sociological Review 1% 9 777=779

William FELLER

1938 **Note on regions similar to the sample

space 6* S tat 1 s ti c al Research Memoir

2 9 117=125

1948 55 On the Kolmogorov“Smirnov limit theorems

for empirical distributions'5 Annals of Mathematical Statistics 19® 177= TWTM ~

1950 An introduction to probability theory and

TEs” a

p

pTTca tio’n 9 iT

~^Hapt er

~~ 7foTm~¥i ley anlFsons,, fnc op "New York

1951 a The asymptotic distribution of th® range

of sums of independent random variables”

Annals of Mathematical Statistics 22 „ 427=

©2

"" '

Lo FES LINGER

1943 ”A statistical test for means of samples from

skew populations 45 Psyehometrika 8* 205=210

GN

43=103

MO

HN

B

EFN

48=599

N

51

-

424

LN

52

-

140

GK

44-128
- 20 <=>

L« FESTINGER

GP

4? "43

D, Jo FINCH

1946 “The significance of difference between means

without reference to the frequency distri~

bution function59 ' Psychome tri ka 11 , 97 ,=105

195*0 “The effect of non~normali ty on the z=test,

when used to compare the variances In two

populations” KP

Biometrlka 37 8 186=189 51=38

D o J 0 FINNEY

1941=42 “Review of 8 Significance test for time series’

by Wo A-o Wallace and Go Moore”

Annals of Eugenics 11 , 308

1947 “Significance of association in a square

point lattice”

Journal of the Royal Statistical Soc iety

^uppTT"9~7 9^=1<5T"

1948 “The Flsher-Yates test of significance in

2x2 contingency tables’®

Biometrlka 35 g 145=156

I

IN

48=291

HP

49=52

R. Ao FISHER

1922 “On the interpretation of chi=square from

eontigeney tables, and the calculation

of P

w Journal of the Royal Statistical Society

12[r&r=^

1923 “Statistical tests of agreement between

observation and hypothesis”

Economic

a

3, 139=147

P 1924 “The conditions under which % measures the

discrepancy between observation and hypothesis” E

Journal of the Royal Statistical Society ~ —

1925 Statistical methods for research workers

0lTver“ah3~B6yd, Edinburgh, Section '<Lhr \

Example 19

HN

EN

G
- 21 -

R, A-o FISHER

1926a ” Bayes c theorem and the fourfold table*’

The Eugenics Review l& g 32=33

1926b n0n the random sequence 51 IN

Quarterly Journal of the Royal Meteorological

Society 3?7^3^

2 1928 ”0n a property connecting the x measure

of discrepancy with the method of maximum

likelihood*1 EN

Bologna Atti del Congre aao Internationale

H¥rMa^matrcT°T7”^°T^'Q

1935 The design of experiments G

^Tver- and Boyd s Edinburgh^ Section 21

19i4l ”The interpretation of experimental fourfold tables’1 H

Science 94» 210=211 43=26

1945 5t A new test for 2x2 tables” H

If ature 156 „ 388

I 95 O

”

'The significance of deviation from expectation

in a Poisson series** EP

Biometrics 6 S 17 ct 24

Ro Aa FISHER and Lo Ho G„ TIPPETT

1928 ^Limiting forms of the frequency distribution

of the largest or smallest member of a sample” LN

Proceedings of the Cambridge Philosophical

SocIgEy

Ro A. FISHER and F 0 YATES

1948 Statistic al table s for biological^ agricultural^

and medic aTT7ese ar eh LP

Hafner Publishing Co OJ No Y 0 49=, ?hO

Evelyn FIX and J® L® HODGES 9 Jr®

1950 Discriminatory analysis non=parametric dis= criminaHons consistency propertTes X

Pre p ar^d^aF“Ehe~U?ii ve r s 1 tyhof’ITal i forni a under Contract No 0 AF41 ^128 ) =31
- 22 -

D „ Ao So FRASER

1950 ”Note on the chi-square smooth test"

Bioroe trika 37 , » 447 =’ 448

1951 ^Sequentially determined statistically

equivalent blocks”

Annals of Mathematical Statistics 22, 372=

3FT

’

Do A-o So FRASER and Ro WORMLEX GHTON

1951 !l Non=para:me trie estimation 0 XV”

Annals of Mathematical “ Statistics “22, 294

Mo FRECHET

1927 5, Sur la loi de probabilite de I'ecart

maximum” , Annales de la Socle te Polonaise de Mathe - matFque' 6, 92= 11.6

”

”

1937 Recherches theoriques mod

e

rnes sur la

"FEeorie des probability^:

&authier-ViTl ars , Pari s", “123-126

1947 ”The general relation between the mean and

mode for a discontinuous variate”

Annals of~~Mathematical Statistics 18, 290=

Go Ho FREEMAN and Jo H 0 HAL TON

1951 ”Note of an exact treatment of contingency,

goodness of fit and o ther qaro bl e ms of

significance”

Biome trika 38 , 1 i) 1 -1 i

;

9

John FREUND

1951 w Th@ transfer distribution”

Mathematics Magazine 25, 63=66

Milton FRIEDMAN

v ?• .

-

' 1937 The use of ranks to avoid the assumption of

normality implicit in the analysis of variance”

Journal of the American Statistical " Association~

EN

51-345

D

52=260

D

51-841

LN

AC

X

48=45

GH

52-145

IN

GNP
- 23 - Milton FRIEDMAN

1940 WA comparison of alternative tests of

significance for the problem of m rankings*

Annals of Mathematical Statistics 11, 86- - VT" " "" —

Thorn ton c* FRY

1938 , 5 Th© test of significance*

Journal of th© American Statistical

John So FULCHER

1942 *The Item analyzers a mechanical device

for treating the four-fold table in

large samples*

Journal of Applied Psychology 26 , 511 -522

Robert GAGE

1943 ^Contents of Tippett 8 s

J Random sampling

numbers * 51 Journal of the American Statistical

Robert S 0 GARDNER

*A. non-parametric test of the hypothesis

that two bivariate samples come from the

same population*

Appendix from Technical Memo No 0 4542-33

NavaX'^rdnanc e Test Station, fnyokern,

California (Undated MiSteograph)* 1-4

D. No GART^TE^N ) 1948 *0n certain limit laws for the range*

Doklady Akademiya Nauk SSSR 60 , 1119=1121

Fo GAUSS kW'm'fy JRSS

oO'-fy y’— rp

T~) 1821 *Theoria combinationis observationum*

Werke - Volume Kaestner, Gottingen, 1880

A» K. GAYEN

1949 M The distribution of Student^ i t in random

samples of any size drawn from non-normal

universes*

Biome trika 36 , 353=369

MNP

40-348

E

HP

10

43=223

FN

51=193

LN

49=51

C

KP

50-497
- 24 -

A« K e G-AYEN

1950a 88 The distribution of the variance ratio In

random samples of any size drawn from nonnormal universes” OP

Biome trika 3? 9 236 -255 51=345

1950b ^Significance of difference between the mean

of two non-normal samples 6

* GKP

Biome trika 37 „ 399=408 51=345

1951 ^The frequency distribution of the productmoment correlation coefficient in random

samples of any size drawn from non-normal

universes 81 JNP

Biome trika 38 9 219-247 52-86

P.o Go GEARY

1936 8?: The distribution of * Student 8 s» ratio for

non-normal samples” KN

Journal of the Royal Statistical Society

ggpprrr, i?b

1947 19 Testing for normality” EKP

Biome trika 34s 209-242 48=364

Hans GEBELE1N

1942 n Verfahren zur Beurteilung einer sehr

geringen Korrelation zwischen zwei s tatis tischen

MerkmaisreXahen” H

Zeitschrift fur angewandte —Mathematik und

45-6

Maria-Pia GEPPERT

1944 wUber den Vergleich zweier beobachteter

Haufig&elten88 H

Deutsche Mathematik 7# 553=592 47-393

Mo No GHOSH

1948 test for field uniformity based on the

spaced__correlation method” IN

Sankhya 36=48 49-389

Me GILDEMEISTER and B, L. van der WAERDEN

1943-44 ”Die Zulassigkeit des x^=Kriteriums fur kleine

VersuchszahXen8 * HN

Beriehte u^er die Verhandlungen der Sachs ischen

AESemTe^er Wissenschaf ten $u Leipzig®

’ MatKemat i s ch=Na turw i s s en s c haf tl i c he K1 as s e 957 145-15TT~“ 47-394
W. GLEISSBERG

- 2$ -

1945* wEine Aufgafee der Kombinatorik und

W&hrscheinlichkei tsreo^Mmidg1®

Revue d© la F&euXt© deg Sciences d© I'Universite' •

1945b wEin Kriterium fur die Re all tat zyklischer

Variationen**

Review of the Faculty of Science of the

WHviFii^y o an b Sl_ TEJ^TO s 35*52”

1947 ' 3 Bedingungen fur die Anordnung sufalllger

Feliler 5* Review of the Faculty of Sc ience of the

^lyeriity of

h# jo Gmwm

1944

1948

1949

Ea GOLD

1929

w Inequali ties related to Tchebychsff s s inequality*5 Ministry of gupply Advisory Servi ce on

IkE at i¥tl^ar*^i^^a°°md" Qu^ troT

TechnTcaIT¥port^WoT^QC 7K7i J TT4 Fe^nT

nk further note on the mean deviation**

Biometrika 35 p 304=309

*®Some low moments of order a ts.tis tics**

Annals of Mathematical Statistics 2.0 a - 279=2®

" ~~“ ““

wNot@ on the frequency of occurrences of

events in series of two types**

Quarterly Journal of the Royal Meteorological

Bc7cTeTy^|^^3UT"

W. G0NTCHAR0FF

1942 M Sur la distribution des cycles dans lea

pe rraut ati ons w Co Ro Akademiya, Sci^_URSS 35* 267-^69

1943 "Sur la succession des eVenements dans une

series d fl ©preuves ind©p©ndanfes rewpondant

au scheme de Bernoulli**

Co Ro Akademiya Selo URSS 38 , 283=285

INP

46=4^8

I

47=40

N

4?°590

AC

LN

49=387

LP

49=722

INO

N

43=102

N

44=124
= 26

W, GONTCHAROFF 1944

"Du domain© de 1 » analyse combinatoire" N

Iz.vesti a Akademi Nauk SSSR 85 3 "48 45°88

S 0 GOUDSMIT

1945

"Random distribution of lines in a pi an© 1* N

Reviews of Modern Physics 17 9 321 <=322 46”3°9

Jo s e ph A . GREENW0OD

1938 "Variance of a general matching problem’ 8 N

Annals of Mathematical Statistics 9 <> 56»59

1940 “The first four moments of a general matching

problem11 N

Annals of Eugenics 10 , 290-292 41-22.8

1943 "* preferential matching problem8' M

Psychome trika 8 , 18^-191 44-127

1946

"The statistical study of infectious diseases" IN

Journal of the Royal Statistical Society —109* ~ 47-591

M. L® GREENWOOD and R. SALERNO

1949 "I alatabili ty of kale in relation to cooking

procedure and variety" MO

Food Research 14 $ 3l4”319

T* N» E e GREVILLE

1941 "The frequency distribution of a general

matching problem" M

Annals of Mathematical Statistics 12ts 350”354

T. Wo E. GREVILLE

1944 “On multiple matching with one variable deck" N

Annals of Mathematical Statistics 15, 432= m — ' 45-232

Hans GRUNEBERG and J. B. HALDANE

1937 "Tests of goodness of fit applied to records

of Mendell an segregation in mice" E0

Biome trika 29, 144”153
- 27 -

GULDBERG

1922 "Sur un theorems de M* Markoff" C

Comptes Rendus (Paris) 175 , 679=880

E. J* GUMBEL

1935 u Les valours extremes des distributions

statistiques" . LN

Annales de l

? Instltut Ho Poincare 5 , 115-158

1942

"^imple tests for given hypotheses 48 E

Bi ometpika 32, 317-333 43-26

1943 "On the reliability of the classical chisquare test" E

Annals of Mathematical Statistics -a14* 253°

45-9

1944 Ganges and midranges*9 LN

Annals of Mathematical Statistics 15, l\lL\.~l±22 45=182

194^ "On the independence of the extremes in a. sample51 LN

Annals of Mathematical Statistics 17 * ?8-8l 48=484

1947& "The distribution of the range 91 LNP

Jgrmals of Mathematical Statistics 18* 384=

IT1

~~ 48-195

1947b "The asymptotic distribution of the range11 LN

Bulletin of the ‘American Mathematical

Society ~~

1949 "Probability tables for the range" LNP

Biometrika 38 s 142=148 50-52

E. Jo GUMBEL and Jc Arthur GREENWOOD

1951 "Tables of the asymptotic distribution of

the second extreme" LNP

Annals of Mathematical Statistics 22* 121-124 51=821

E. Jo GUMBEL and Ro Do KINNEY

1950a "The geometric range for distributions of

the Cauchy type" LNP

Annals of Mathematical Statistics 21, 133=137 50-448
- 28 -

E* J„ GUMBEL and R* D® KINNEY

1950b ^The extremal quotient®9' LNP

Annals of Mathematical Statistics 21, 523 =53 8 51 “428

E o J0 GUMBEL and H. von SCHELLING

1950 ®*The distribution of the number of exceed ances®* DN.P

Annals of Mathematical Statistics 21, 247=262 , 50=732

Hansr&j GUPTA

1950 l * Tables of distribution? A table of values

of Liouville 1 s function L ( t

)

tt NP

Research Bulletin of the East P unjab University

1 Mathemat ics]"No s

«

~ 51 “750

Louis GUTTMAN

1946

,8,cin approach for quantifying paired comparisons

and rank order** MO

Annals of Mathematical Statistics 17 , I 4I1-I 63 47=41

1948a w^n inequality for kurtosis®* GX

Annals of Mathematical Statistics 19, 277=278 48=599

1948^ S? A distri buti on-free condifence interval for

the mean®1 CG

Annals of Mathematical Statistics 19? 410-413 49=135

H® G e HADEN

1947

“A note on the distribution of the different

orderings of n objects 5 * N

Proceedings of the Cambridge Philosophic al

SocTe5y^J~5°r^9~^^ ” 47-160

Ho HADWIGER

* a 1943 *Uber gleichwahrscheinliche Auf teilungen® N

Zeitschrift fuV angewandt© Mathemat ik und

MecHinTFT?7'TE6=252 44=124

1948

s9Eine Bemerkung uber zufallige Anordnungen

der naturlichen Zahlem®® N

Mitteilungen der Vereinigung Schweizerlscher

VeFsi cherung sma thema ti ke rHpr 48=406

Jo B s s 4 HALDANE

1937 51 The exact value of the moments of the distri = bution of x> used as a test of goodness of

fit when expectations are small 9

* EN

Biome trika 29 , 133=143
- 29 -

J„ Bo So HALDANE

1939 "The mean and variance of x^s> when used as a

test of homogeneity 9 when expectations are

smalln HN

Biome trika 31 9 346-355 40-346

1949 "Some statistical problems arising in genetics 1

* A

Journal of the Royal Statistical Society (B)

irri-“I4" “

; “

51=431

Jo Bo s 0 HALDANE and C 0 A® B 0 SMITH

1948 "A simple exact test for hirfh-order effect11 INOP

Annals of Eugenics 117-124

Paul Ro HALMOS

1950 Measure theory C

Do van Ncstrand Company , Inc op New York s 196 5 200 50-504

James F 0 HANNAN

1950 *Bome tests based on the empirical distribution

function51 EN

Annals of Mathematical Statistics 21 s 312=313

H® 0o HARTLEY

1942 "The range in random samples 9* LN

Biome trika 32 9 334== 348 43=21

1950a "The use of range in analysis of variance® GLNP

Biome trika 37, 271-280 - 51-621

1950b "The maximum F=ratio as a short-cut test for

heterogeneity of variance" GLNP

Biome trika 37 $ 308=312 51=345

Cecil HASTINGS , Jr 0 Frederick MOS TELLER , John W® TUKEYa

Charles P 0 WINSOR

1947 "Low moments for small samples? A comparative

study of order statistics" KLNP

Annals of Mathematical Statistics 18* 413-426 48"195

Chikio HAYASHI*

1950 "Fragments of a new test formula of normality11 GLN

Annals of the Institute of Statistical Mathematics,

T7 125-130'”TToEyo}— 5l=36
30 -

Jo HEMELRIJK

1949 ^Construction of a confidence region for a llne w J

Indag at lone s Mathematic ae 11 9 374-384 ~ 50=529

1950a iS, A family of parameter=free tests for symmetry

with respect „to a given point I„ n EF

Indag at iones Mathematics ' 12 , 34°=350 51 “37

1950b A family of parame ter®free tests for symmetry

with respect to a given point IT e w EFG

Indagationes Mathematic ae 12 g 419=431 51=429

1950c Symme trie toe tgen en andere toepassingen vaad® theorie

and Pearson J EFG

ExceXslors Foto=0ff sei^ 8 s=Gravenhage 9 91=94 51=511

1950d A symmetry test EFG

^athematlsch Centrum Amsterdam*, Report ZW»

1950-015$ 9 51-622

1952 wNote on Wileoxon 8 s two»sample test when ties

are present’* GN

Annals of Mathematical Statistics 23$, 133-135

Albert Go HIRSCHMANN

1943 |!i 0n measures of dispersion for a finite distribut!on1

w

K

Journal of the American Stati stical Assoc iation

8,85

’ 44-42

J e rJ<? HODGES and Eo Le LEHMANN

1950 "Some problems in minimax point es tirnationtt Annals of Mathematical Statistics 21, l82=,

wr o-'-— — —

Wassily HOEFFDING

1947 ,s> 0n the distribution of the rank correlation

coeffic xentj^ when the variates are not

independent”"*

Biome fcrika 34 ? 183-196

1948a "A class of statistics with asymptotically

normal distributions**

Annals of Mathematical Statistics 19 $ 293=325

BG

51-36

JN

48=364

ABN

49-134
Wassily HOEFFDING

19i+8b non-params trie test of independence 4* JNP

Annals of Mathematical Statistics 19» 548= 557“ " 49 “554

1950 w Optimum 8 nonparam© trie tests* 4* BE

Proceedings of the Second Berkeley Symposium

Uhiver sTty^of 'RTalXforni a Pra s s , “

8'J

2

“"”“”^

1951® ^A combinatorial central limit theorem4 * N

Annals of Mathematical Statistics 22 9 558=

i?6fo 52“363

1951b **Th@ large “Sample power of tests based on

permutations of observations 4* B

Annals of Mathematical Statistics —22, 60?

Wassily HOEFFDING abd Herbert ROBBINS

... t 1948 ' 4 The central limit theorem for dependent

random variables 3* Duke Mathematical Journal 1_5 g 773=780

Paul- Go HOEL

1938 ®0n the chi-square distribution for small

samples 9* © Annals of Mathematical Statistics 9* 158*165

Jo HOMMA

1951 59 0n the asymptotic independence of order

s tatisfcl.es 44 Reports of Statistical Applicati on Research

UnJorT of Japanese “HcTin¥i¥ts~ andTEngineers 1„ Trg-“““““— -

N

49=200

EN

LN

D* HORN

1942 correction for the effect of tied ranks on

the value of the rank difference correlation

coefficient44 J

Journal of Eductional Psychology 33 * 686

\ Hans HORNICH

\

1941 ,4 Zur Theorie des Ri3ikos** X

Monatshefte fur Mathematik und Physik 50 s 142^150

' “ 45“4
32 -

Harpid HOTELLING

194? "Effects of non=normality at high significance

levels*9 K

Annals of Mathematical Statistics X 8 „ 608= m — “

Harold HOTELLING and Margaret Richards PABST

1936 "Rank correlation and tests of significance

involving no assumption of normality"

Annals of Mathematical Statistics 7s 29"43

P, Lo HSU

1945 "The approximate distribution of the mean

and variance of a sample of independent

vari ables"

Annals of Mathematical Statistics 16 ,9 1=29

J0 Oo IRWIN

1949 "A note on the subdivision of chi=square

into components"

Blame trika 36 , 130=134

Mo Ho IRWIN and George U 0 SNEDECOR

1933 "On the chi=square for homogeneity"

.Iowa State College Journal of Science 8,

Ernest I SING

1925 "Beitrag exit Theorie des Ferromagnetigroas'"

Zeitschrift fttr Physik 31, 253=258

Jaro Slav JANKO

1930 "Advances in the theory of non=parame trie

tests in statistical ^inference"

^asopis pro Pestovani Matematiky a

Fysiky 74» 62=74TM~

Harold JEFFREYS

1937 "The tests for sampling differences and

contingency"

Proceedings of the Royal Society of London

JN

KN

43=233

H

50-526

H

N

A.51-429

H
- 33 -

Leonard1 G, JOHNSON

1952 ”A method of reducing the time required

to complete certain fatigue tests” L

Annals of Mathematical Statist ics - 23^ li4

.I1.

No Lo JOHNSON

1948 “Tests of significance in the variate

difference method9* IN

Bioms trika 354 206<=209 49=51

A, E 0 JONES

1946 *A useful method for the routine estimation

of dispersion from large samples ’1 LP

Biome trika 33 P 2 74=202 . 47=42

Herbert E« JONES

1937 “The theory of runs as applied to time

series” 10

Report of the Third Annual Research Con°

C owTelT”C ormn£1 sion ,9 33=36'

Howard L o JONES

1946 “Exact lower moments of order statistics

in small samples from a normal distribution” LP

Annals of Mathematical Statistics 19^ 270= - £73

" ' " ————— — ^ 48=601

B. Ho de JONGH

1941 ^General minimum=prob ability theorem” C

Koninklijke ^ederlandse Akademie van . We ten s chapp'en^Tro c e^clXng s 44 .q ?3b=743 42=168

Co Eo JORGENSEN

1947 “Table for determining phi coefficients” HP

Psychome trika 12 p 17=29 - 47=477

L. KAARSEMAKER and Ao van WIJNGAARDEN

1952 Tables for use in rank correlation JP

Mimeographed Report No 0 ft? 3 £rom the

Computation Department of the Mathematical

Centre Amsterdam
- 34 -

Mo KAC

1949 deviations between theoretical and

empirical distributions 5 ® Proceedings of the National Academy of

Sci^enc'esiUaSoA-eT 35 » 2311° 25 7

S e Go' KANELL08

194.8 41 Two problems of the, 9

, al cuius of probability1® Bulletin de la Socle te Mathematlque de

&rece~23 s, Irving KAPLANSKY

1945 a **Th© asymptotic distribution of runs of

consecutive elements 8 ® Annals of Mathematical Statistics 16 9 200= ^03“— —

194. 5’b ®*A' common error concerning kurtosis®®

Journal of_ the Ame rican Statistical j^crmonn^rwr

Irving KAPLANSKY and John RIORDAN

1945 ^Multiple matching and runs by the symbolic

me tiled *®1 Annals of Mathematical Statistics 16$ 272=

^7T““^ —

194-6 w Th@ problem of the rooks and its applications 1®1 Duke Matfaema ti c al Journ al 13 g 259“26o

Tatsuo KAWATA

,fLimit distributions of single order s tat istics®®: Reports of Statist! c al Application Research

Union of "Japan®S' ©^cTentia ts “^Ed^ngini'^s^”

I7TP9 —

Oscar KEMP THORNE

195’2 The design and analysi s of experiments

^ErTl^TT©y”^n3^ons IncV* NevTYork s 1=

83I p chapters 7 and 8

Mo Go KENDALL

1938 ®*A- new measure of rank correlation®®

Biome trika 30® 8l=93

EN

49~6i4

N

48=4-6

NP

46=208

X

46=20

N

46=309

N

46=508

LN

52=142

G

JNP
- 35 -

Mo Go KENDALL

1940 “Note on the distribution of quantiles

for large samples®*

Supplemen t to the Journal of the Royal

HtatTs tlcal Society ?/ S3 ”85

19i|2.a “Note on the estimation of a ranking’*

Journal of the Royal Statistical Society,*

r- 1942b “Partial rank correlation"

Biome trika 32 t 277=283

1945 “The treatment of ties in ranking problems’*

Biome trika 33 P 239=251

1947 “The variance of 'f* when both rankings

contain ties"

Biome trika 3k s> 297=® 29

194^ a Rank correlation methods

Charles GrTffin and Coo"s Ltdo S London

1948L The advanced theory of statistics

GEiSFXes GrTfTin ana Co*. p ttcL p London

Chapter 16

1949 “Rank and produc t=moment correlation"

Biome trika 36 s 177=193

Mo Go KENDALL SheilaF, H 0 KENDALL s B e Babingtdh SMITH

1933 "The distribution of Spearman's coefficient

of rank correlation in a universe in

which all rankings occur an equal number

of times"

Biome trika 3_Q g 25 1=273

Me Go KENDALL and Bo Babington SMITH

1938 "Randomness and random sampling numbers”

Journal of the Royal Statistical Society

TUI7^T°T72 —

1939® Tables of random sampling numbers

^act?7'o1F”cibmputers No. “2

1939b "Second paper on random sampling numbers"

Supplement to, the Journal of the Royal . StatTitTealSoci^ety

~"6 f 5i=kl

LN

41=231

mn

43=107

JN

43=22

JN

47=41

JN

48=453

AJMN

J

JN

50=673

JNP

10

IP

10
Mo Go KENDALL and Bo Babington SMITH

1939c “The problem of m rankings®

Annals of Mathematical Statistics 10*, 275= W~“

~~

1939d “On the method of paired comparisons®

Biometrika 31 9 324=345

So Mo KERAWALA

I9I4.8 “On bounds of skewness and kurtosis®

Bulletin of the Calcutta Mathematical

'SocTeTy

1

W e 0o KERMACK and Go MeKENDRICK

1937a ,5 Tests for randomness in a series of

observations®

Proceedings of the Royal Society of

Edinburgh

1937b "Some distributions associated with a randomly arranged set of numbers®

Proceedings of the Royal Society of

EaihbSFgh ^rrii^TTr—•

1940 “The design and interpretation of experiments

based on a four-fold table? the statistical

assessment of the effect of treatment®

Proceedings of the Royal Society of Edinburgh

Mr

Salem H„ KHAWS

1990 “A note on the general Chebycheff inequality®

Proceeding of the In ternational Congress

of"' 'Mafeema^ETc§~ T7^S^5T^TpuBTTilied¥y“

American Mathematical Society^, 1952)

Bradford P c KIMBALL

1947 “Some basic theorems for developing tests

of fit for the case of the non-parametrie

distribution function^ I n Annals of Mathematical Statistics l8 fl 540=

1950 ®0n the asymptotic distribution of the sum

of powers of unit frequency differences®

Annals of Mathematical Statistics 21 „ 263=

“S71 ' ” “

MNP

40“23

MNP

41 -in

X

49=134

IN

IN

H

41-236

C

EN

48-225

N

50=673
- 37

A„ N o KOLMOGOROPF

* 4? 1928 ,, Uber t die Summed dureh den zufall hestimmter

unabh’angiger Gross on**

Mathematische Annalep 99 9 309*319

1933 "Sulla de terminazione empirica di una legge

di distribuzione *9 Giornale dell ? Ins tl tut*. Italiano degli

A t tu ar

4 g 3

m9 1 ~~~

1941 "Confidence limits for an unknown distribution function**

Annals of Mathematical Statistics 12, I16IWT ~~

c

EFN

EFNP

43*2^ 1950 Foundations of the theory of probability C

Chelseaj, New York*, 42=43 (translated by

Nathan Morrison) 50=274

Ao No KOLMOGOROV and Ao Ya HINCIN

1951 "The work of No V 0 Smirnov on the investigation

of properties of variational series and on

nonparame trie problems of mathematical statistics** A

Uspehi Matemati^eskih Nauk (N®S 0 ) 6 P No„4

u^fr^biiw ~ ” 52=198

P 9 Vo KRISHNA IYER

1947 "Random association of points on a lattice** N

Nature 160 5 714

1948 11 The theory of probability distributions 5 of points on a line" N

Journal of the Indian Society of Agricultural

^fatTiFTc s —— —

“ 50*448

1949a "Calculation of factorial moments of certain

probability distributions** N

Nature I64 g 282

19498 ll The first and second moments of some

probability distributions arising from

points on a lattice and their applications 1* N

Biome trika 38 9 135=141 - 50-607

1950a. "The theory of probability distribution

of points on a lattice** NP

Annals of Mathematical Statistics 21, 198- TTf ‘ 50=732'
== 38 =

p 0 Vo KRISHNA IYER

1950b "Runs up and down on a lattice** N

Nature 166 p 2?6 5l <=, 84l

1950° "Further contribution to the theory of

probability distributions of points on a

line I

I

s N

Journal of the Indian Society of Agricultural

BTatTstTcs^

2

3 Harass ~ 5l”271

1961® "A non-parametric method of testing k samples*9 F

Nature 16

7

» 33

1951b "Further contributions to the theory of

probability distributions of points on

a line III9 N

Journal of the Indian Soci ety of Agricultural <5¥ati^tTcs' 3 / BO-°93" " 52=142

P 0 Vo KRISHNA IYER and Bo Vo SUKHATME

1949 "Probability distribution of points on a

line" N

Science and Culture 15 s 200

William KRUSKAL

1952 "A nonparame trie analogue based upon

ranks of one-way analysis of variance 1

* GN

Armais of Mathematical. Statistics 23 s

- 140

Solomon KULLBACK

1939 "Note on a matching problem" N

Annals of Mathematical Statistics 10« 77=Btr——“——————— —

K« KUNI SAWA 5 Ho MAKABE s H 0 MORIMURA

.1951 "Tables of confidence bands for the pop-=

ulation distribution function" F?

Reports of Statistical Application Research ^ Umlon oi "Japanese ScTentists and Engineers”*

Y7TT~M

KITZNETS

1929 "uandom events and cyclical oscillations"

Journal of the American Statistical AssoFTiRT5n""247 '255=275"

IN
Jo LADERMAN

of

1939 ®The d is tribution^5 Student's » ratio for

samples of two items drawn from non»

normal universe s n Annals of Mathematical—Statistics —— —10. 37b"

Ho 0o LANCASTER

1949 n'The deviation and partitions of chi=

square in certain discrete dis tributions**

Biometrika 117-129

Eo Lo LEHMANN

1951 "Consistency and unbiasedness of certain

non=parametrie tests"

Annals of Mathematical Statistics 22. 165=

TTT-" __

Eo Lo LEHMANN and C« STEIN

1949 *f Qn the theory of some non-par ame trie

hypotheses"

Annals of Mathematical Statistics 20. 28=

Po Ho LESLIE

1951 "The calcula tion of chi-square for an rxc

contingency table**

Biometrics 7,0 283=286

Pamela C. V c LESSER

X933> "Note on the shrinkage of physical

characters of man and woman with age p as an illustration of the use of P methods'*

Biometrika 25 197=202

C„ Eo Vo LESSER

1942 "Inequalities for multivariate frequency

di stri buttons'*

Biometrika 32 9 281;<=293

Ho LEVENE

1946 a

MA test of randomness in two dimensions’*

Bulletin of the American Mathematical

‘SFcTeTy 5^4 621

TM

K

40-153

H

51=191

AEF

51=126

B

49=723

H

EO

CP

43=13

IN
«=> if.0 =

H© LEVEWE

1946b WA test of randomness in two dimensions*1 Annals of Mathematical Statistics 17*

JUU — ~ —

1952. M 0n the power function of tests of randomness

ba®3S on runs up and down"*

Annals of Mathematical Statistics —23 * 34=

Ho LEVENE and J* WOLFOWITZ

191+4 ** The covariance matrix of runs up and down”

Annals of Mathematical Statistics 1 5* 58=

69

" ~

Eo LORD

1947 n The use of range in place of standard

deviations in the t = test ,9: Biometri ka 34* 1+1 Eo LURQUIN

I.922 "Sur le criterium de Tche bycheff

1 * Comptes Rendus (Paris) 175* 681=685

Co MACK

191+8 wAn exact formula for Q^(n)* the probable

number of k=aggregates in a random distri=

bution of n points;9* Philosophical Magazine (7) 39* 778=790

P 0 Ao MAC MAHON

1917 Combinatory Analysis Cambridge

C^BrTHge”^ LEiversTty Press*/Englandf 1 8 7*216

WQ MAC STEWART

I9I+I nA note on the power function of the sign

test**7 Annals of Mathematical Statistics 12 * 236=239

William 0 o MADOW

191+8 ss 0n the limiting distribution of estimates

based on samples from finite universes 1 * Annals of Mathematical Statistics 19* 535

51+5

I

BINP

IN

1+4=208

LP

1+7=394

C

N

1+9=310

N

OrNP

1+ 2=8

IB

50=551+
Donald MAINLAND

194® "Statistical methods in medical research*,

Xo Qualitative statistics (enumeration data) 99

' Canadian Journal of Research 26 „ 1-166

S» MALMQTJIST

195D

w 0n a property of order statistics from a

rectangular distribution9* Skandlnavi sk Aktuarletidskrif t 33 ? 214=222

Henry Bo MANN

1945a ^Nonpar ame tri c tests against trend"

Ec pnome trie a 13 , 245=239

1945^ "0n a test for randomness based on signs of

differences 91. Annal s of Mathematical Statistics 16 9 193=199

1950 M Nonpar ame trie tests against trend"

S tati stical i nference in dynami c e conomic

mo_d^s4""cHa^eF°X^7~°^o ~ ahcT Sons s The oTT^ew YorF

Ho Bo MANN and Ao WALD

1942 "On the choice of the number of class intervals

in the application of the chi-square test"

Annals of Mahemati c al S t ati s t is

13 s 306=31?

Ho Bo MANN and Do R 0 WHITNEY

1947 "On a test of whether one or two random

variables is stochastically larger than

the other9’ 9 Annals of Mathematical Statistics 18 P 90=60

Ko MARBE

1926 Mathemati sche Beuerkongen

C » Hi “BecF7~T®nchen ana Berlin, 8=9

1934 Grundfragen der angevr andten Wahrs c he inil ch°

keitsre chung urd" thecretl sober- St ati s tik'"

Co Ho BecIT, Munelie

n

'’‘ail'd' BerlTnT" 2F

Ac MARKOFF

TEesTs^tTn Russian ) 9 St Q Petersburg

HOP

EN

51-725

IN

46=21

IN

46=22

IP

E

43=105

GNP

48=151

ININ

C
Ao MARKOFF

1924

Andrew W

1951

Andrew W

1950a

1950b

Frank J 0 1950a

1950b

1951a

1951b

1951c

42' =

0 ale ulus of probability

Soviet ^res’s, Moseow7"4bh edition 588

(in Russian)

, MARSHALL

®A large sample test of the hypothesis that

one of two random variables is stochastically

larger than the other311 •Journal of the American Statistical Asso= -

.

MARSHALL and John E 0 WALSH

wSome tests for comparing percentage points

of two arbitrarily continuous populations w Proceedings of the Interna tional Congress ..of

Mathematics X_ 5 5^82=583 Tp^brishid^ytHe

Xme rfc an Mathsma ti c al Society & 1952)

Some tests for comparing percentage points

oi^Two nnous 'populations'"

’Project RAND= P e T33T'~Ki¥i 3©d~lT Aug7T950 s Santa Monica^ California

MASSEY s, Jr o “A note on the estimation of a distribution

function by confidence limits®

Annals of Mathematical Statistics 21 s 116=119

note on the power of a non=par airie trie test**

Annals of Mathematical Statistics 21 p 440=443

The Kolmogorov=Smirnov test for goodness of

fit 95 ' Journal of the American Statistical Association ' —

44 The distribution of the maximum deviation

between two sample cumulative step functions 54 Annals of Mathematical Statistics 22 9 125 =>128

44 A note on a two sample test 14 Annals of Mathematical Statistics 22 0 304=

JOT""

~~

FGN

62=260

G

GNP

ENP

50

-

446

E

51-

117

EFP

FWP

51-621

FN

51=841
- 43 -

Motosaburo MASUYAMA

1942 *Phe Bienayme-Techebycheff inequality for

Hermitic tensors”

Proceedings of the Physical “Mathematical

K» Ko MATHEN

19

^ ”A- criterion for testing whether two samples

have come from the same population without

assuming the nature of the population”

Sankhya 329

Harold C. MATHI SEN

1943 method of testing the hypothesis that

two samples are from the same population**

Annals of Mathematical Statistics 14 ? l88=>

Jo G 0 MAULDON

1951 ^Random division of an interval”

Proceedings of the Cambridge Philosophical

Society ‘gT73TIrJ5H'

Philip Jo McCarthy

194?

W'Approximate solutions for means and variances

in a certain class of box problems”

Canals of Mathematical Statistics 183 349=383

Ao Jo Me KAY

1935 distribution of the difference between the

extreme observation and the sample mean in

samples of n from a normal universe”

Biome trika 27? 486“471

Brockway Me MILLAN

1949 Spread of minima in large samples”

Annalg_ of Ma thema ti c al S t a ti sties 20 9 444=447

Be ME IDELI,

% / 1922 8 'Sur un problems du calculi des probabilites

at les atatiistiquQS matheraatiques*

C©mp te 3 Rendus {

ari aJ 175 p 806 «

C

46-310

F

47=44

FNP

44-128

N

51 “721

NP

50-41

LNP

LN

52-479

c
” 44 ®

Bo KEIDELL

1923 ,;*Sur la probabilite des erreurs4® Comptes Rendus (Paris) 1?6 $ 280-282

Hiroshi M1DZUN0

1950 “On certain groups of inequalities confidence

intervals for the meanTM

Annals of the Institute of Statistical

Mather^

G

C

51=509

Go MI HO®

\ /

19q3 Sip? le problem© des iterations dans une suite

d 9 epreuves^ ^ ^ Bulletin Mathemati qu© de la Socle te Roumaine

des ScienceiT^T Bl^T” ~~

194-9 p La loi, limite de la probabilite^ des noxnhres

des iterations de longueur donne-®

Academia Republicii Populare Romane Bucharest

Buimfin^ntlTfo^ •'

' "

IN

46=19

N

52=363

Ro von MISES'

1931a?s TJber einige Absch'ftzungen von Erwartungswerten’® X

Journal fur die Heine und angewandte Mathematik - -

1931b Walm^scheinli chkei tsrechnung CE

neuti^lleT^i

1936 t! La distribution de la plus grande de n

valeurs*® LN

Revue de l” Uni on In

t

e rbalk ani que X_ <, 1=20

1939 a

55 An inequality for the moments of a dis = continuous distribution” X

Skandinavisk Aktuarietisdkrif

t

1939 d 32=36 40=22

1939

1

> n The limits of a distribution function if

two expected values aj?e given” C

Annals of Mathematical Statistics 10 9 99== 104

A, Mo MOOD

1940 ,f !he distribution theory of rune”1 Annals of Mathematical Statistics lip 367=392

N

41=228
“45

bo Mo MOOD

1941 ,9 0n the joint distribution of the median

in s ampI e s

^ from a mul tivari a te popul at

onn Annalg__ of_ _ f^thematlcai S tati stie s 12. s 268=278

1949 "‘Tests of independence in contingency tables

as unconditional tests1* iUina3. 3j __of _ _Ma._t.he mat 1 c al S ta ti a t i c a 20 9 114-116

1950 Introduction to the theory of statistics

McGraw-Hill Book Co,IJjTew York

P e Go MOORE

19179 6i 4 test for randomness in a sequence of two

alternatives involving a 2x 2 table 81 Bi ome trika 36 s 305=316

Geoffrey MOORE and W„ ho WALLIS

1943 w Time series significance tes-cs based on signs

of differences**

Journal of the American Statistical Assc=

Po Ao P. MORAN

1947 a ^Random associations on a lattice**

Proceedings of the Cambridge Philosophical

194?b **0n the method of paired comparisons**

Biometrika 34 9 363=365

1947c "Rank correlation and a paper by Ho Go

Proceedings of the C arnbri dge PMjl o

ophi c al ^ ^

"

' -

194?^ "The random division of an interval'"'

Journal of the Royal Statistical Society snnrw^

19i|.8 a

wi*ank correlation and permutation distri=

butions iS Proceedings of the Cambridge Philosophical

19466 **Rank correlation and pro4uct=saoment correlation*

Biometrika 35 a 2.03=2.06

LN

42=172

H

49=466

G JN

50-445

IN

50=447

INP

43=281

IN

47=592

MN

46=363

T

U

N

48=291

JN

48=263

VJP

48=454
- 46 -

Po A0 Po MORAN

1948c w The interpretation of statistical maps”

Journal of the Royal —Statistical Society (B) ....

1950a “Recent developments in ranking theory”

Journal of the Royal Statistical Society (B)

12 , 153-152

1950b WA curvilinear ranking test”

Journal of the Royal. Statistical Society (B)

1951a *®Th@ random division of an interval s II”

Journal of the Royal Statistical Society (B) TTTT^m

1951b ^Partial and multiple rank correlation”

Biome trika 38 a 26-32

Sigeiti MORIG-UTX

1951 ^Extremal properties of extreme value distributions n Annals of Mathematical Statistics 22 s 523=536

Mo Jo MORONEY

1951 Facts from figure s A Pel 1 c an~BooKl- Pengun Book Corp,, ^ Baltimore

Chapters 15 and id

Jack MOSHMAN

1952 ^Testing a straggler mean in a two-way classification using the range 11 Annals of Mathematical Statistics 23 9 126=132

Frederick MOS TELLER

1941 wNot© on an application of runs to quality

control charts”

Annals of Mathematical Statistics 12 9 228=232.

1946 w0n some useful ’inefficient 8 statistics”

Annals of Mathematical Statistics 17 9 377=408

IN

49=550

J

51=725

JN^

51=841

IN

JNP

52=141

LKN

EGHJ

LP

AINOP

42=10

LNP

47=477
«=> 1|_Y =>

Frederick MO8 TELLER

1946 ?? A- k- sample slippage test for an extreme population GNP

Annals -of Mathematical Statistics 19.» 58-65 48=454

F c MOS TELLER and j7 W 0 TUKEY

1950 ^Significance levels for a k- sample slippage

test** GrNP

Annals of Mathematical Statistics 21, 120-123 50-608

Hermanc e \MDLLEMEIS TER

I 1945 w Mean lengths of line segment

H N

Ame ri c an Maithem ati c al Mon thly 52, 250-252 45-23 2

Hans MUNZNER

1950 wZur- Abschatzung von Wahrscheinllchkei ten** G

Mitt^CLungsblatt fur Mathematische Statistik

51-424

Ro Be MURPHY

1948 "Non-par ame trie tolerance limits*1' DP

Ann&lss of Mathematical Statistics 19 $ 581-589 49“4‘l4

Ao No Krishnan NAIR

1941 "Distribution of Student 9 ® 't 5 and the

correlation coefficient in samples from

non-normal populations" GK

S ankhy

5? 383-400 43-184

1942 "On the probability of obtaining k sets of

consecutive successes in n trials^ N

Mathematics Student 10 , 83-84 43-248

Ko Ro NAIR

1938 w 0n Tippett 9 s random sampling numbers 1

* 10

S ankhy

4s> 65

1940a "'The median in tests by randomization" GN

Sankhya 4 5 543-550 - 43-108

1940b "‘Table of confidence interval for the median

in samples from any continuous population’* GNP

Sankhya 4? 551-558 - 43-16.5
48

Ko Re NAIR

1948a ’’The Studentized form of the extreme mean

square test in the analysis of variance”

Biome trika 35s 16=31

GLNP

48=601

1948b ®*The distribution of the extreme deviate from

the sample mean and its Studentized form”

Biome trika. 35 s 118=144

LNP

48=602

Ko R. NAIR and Mo Po SHRIVASTAVA

1942- ”0n a simple method of curve fitting”

Sankhya 6 S 12i®X32

JL

43-279

Seimatsu NARUMI

1923 f,: Qn further inequalities with possible

applications to problems in the theory

of probability”

Biome trika 15* 245=243

AC

J0 NEYMAN

1935 wLa verification de iphypothe.se concernapt

la loi de probabiiite d*une variable aleatoire

Comptes: Rendus (Paris) 203 9 1047=1049

” EN

1937 ” 9 Smooth test* for goodness of fit”

Skandinavisk Aktuarie tidskrift 1937s 149=199

EN

1940 ’’Empirical comparisons of the 'smooth 1 test

for goodness of fit with Pearson’s test”

Annals of Mathematical Statistics 11 g 4?8

E

1942 ’’Basic ideas and some recent results of the

theory of testing statistical hypotheses** B

Journal of the Royal Statistical -Society 1054

Ions 2U", 21" — 44=44

Jo NEYMAN and E. a. PEARSON

1930 ’’Further notes on the distribution” EP

Biom® trika 22L S 298=305

Gottfried E, NOETHER

1948 ”0n confidence limits for quantiles”

Annals of Mathematical Statistics 19 $ 418=419

G
- 49

Gottfried E c NOETHER

1949 f, 0n a theorem by Wald and Wolfowitz 91 Annals of Mathematical Statistics 209 455”45

1950 "Asymptotic properties of the Wald=Wolfowitz

test of randomness 95 Annals of Mathematical Statistics 21 B 231-246

1951 w 0n a connection between confidence and

tolerance intervals 59 Annals of Mathematical Statistics 22 9 603=604

H,W, NORTON

1946 "Estimating the correlation coefficient19 Bulletin of the American Meteorological - Society' “

H, C s NYBOLLE

1936 !, 0n the statistical distinction between sets

of two-dimensional observations"

Skandinavisk Aktuarie tidskrif

19p 1-26

A» Co OFFORD

1945 " An inequality for sums of independent random

variables"

Proceeding s of the London Mathematical,

Society ( 2.) E .Go OLDS

1938 "Distributions of sums of squares of rank

differences for small numbers of individuals"

Annals of Mathema tical St at is tics 9a 133-148

1949 "The 5 percent significance levels for sums

of squares of rank differences and a corredtion"

Annal 3 of Ma themat 1c al S t at i s ti c s 20 <, 117= 118

P, S c 0LMSTE&D

1948 "Note on theoretical aid observed distributions

of repetitive occurrences"

Annals of Mathematical Statistics l1 5 363-366

BN

50=188

BIN

50=732

DG

JP

F

C

47=281

JP

INP

49-467

E0

41=109
50 -

P e S 0 OLMSTEAD

1942 Review of 9 a significance test for time

series 9 by W 0 Allen Wallis and Goeffrey

H 0 Moore"1 Journal of the American Statistical Assocl atfdfTT77T^^^lFJ

' —

1946 wE>is tribution of sample arrangements for runs

up and down*1 Annals of Mathematical Statistics 17 g 24=33

P 0 So OLMSTEAD and John W 0 TUKEY

1947 M'A- corn#!® test for association"

Armais of Mathematical Statistics X8 S 495=513

P e B„ PATNAIK

1948 "The power function of the test for the

difference between two proportions in a

Mor^trika. 35, 157-175

1949 ""The non-central chi-square and F-distributions

and their applications"’

Biome trika 36 p 202-232

1950 "The use of mean range as an estimator of

variance in statistical tests""

Biometrika 37, 78-87

Edward PAULSON

1943 mh note on tolerance limits"8 Annals of Mathematical Statistics I4 g 90-93

E o S 8 PEARSON

1931 ""The analysis of variance in cases of nonnormal variation591 Biome trika. 23 » 114CT133^

1932 "The percentage limi. ts for the distribution

of range in samples from & normal population

„

(n < 100) ss Biometrika 24 9 404”417

1937 ?f Some aspects of the problem of randomization”

Biometrika 29s 53 c=, 64

A

I

INP

46=457

JNP

48=294

HP

48-603

NEP

50=608

LP

D

43=280

KG

LP

AKL
31 —

E» S s PEARSON

1938a *The probability integral fransforraation

for testing goodness of fit and combining

independent tests of signifie sine© 9* Biome trika 3,0 g X 34oc l48

1938b9, Som® aspects of the problem of randomization99 Biome fcrdka. 30 p 1 59 “179

194-7 w'Ehe choice of statistical tests illustrated

on the interpretation of data classed in a 2x2 table 58 Biome trika 34 ? 139=167

1950a

?s 0n questions raised by the combination of

tests based on discontinuous distributions *5 Biome trika 37 ? 383=398

1950b KSome notes on the use of range85 Bi ome trika 37? 88 =>92

Eo a o PEARSON assisted by No Ko ADYAN THAYA

1929 ® file distribution of frequency constants in

small samples from non-norrnal symetrical and

skew di stributions 91 Biome trika 21 s 259=288

Eo So PEARSON and Jo HAINES

1935 98 The use of range in place of standard

deviation in small sample s n The Journal, of the Royal Statistical

STbcie tj '

Eo S„ PEARSON and Ho 0, HAF: Tim

1943 m Table s of the probability integral of the

? Studentized range"1 Biome trika 38 ? 89=99

Eo So PEARSON and Maxine MERRINGTON

1948 ?s 2x2 tables! the power function of the test

on a. randomized experiment*1 Biometrika 35? 331-345

BEX

AKL

AHP

47=395

X

51-“429

GE

51=116

K

L

LPW

45=92

EP

49^388
- 52 -

Eo S e PEARSON and Maxine MERRINGTON

1951 ^Tables of the 5#> and 0<>5% points of

Pearson curves (with argument (3^ and P2)

expressed £n standard measure” KP

Biome trika 38 , 4“10

Karl PEARSON

1900 **0n the criterion that a given system of

deviations from the probable in the case

of a correlated system of variables is such

that it can reasonably be supposed to have

arisen from random sampling** ENOP

Philosophical Magazine £ Series r5Q g 157=, X75

1911

" ? 0n the probability that two independent distributions of frequency are really samples from

the same population'* FNO

Biome trika 8, 250=254

1916 n 0n the application of “goodness of fit®

tables to test regression curves and theoretical curves used to describe observational or

experimental data” J

Bi ome trika 11 9 239°26l

1919 !, 0n generalized Tchebycheff theorems in the

mathematical theory of statistics” CP

Biome trika 12, 284*296

1920 ”0n the probable error of frequency constants.

Part I II** _ LNP

Biome trika 13 , 11 3 “132-

1922 w 0n the test of goodness of fit”' E

Biome trika 14 ^ 186=191

1924 31 On the difference and the doublet tests

for ascertaining whether two samples have

been drawn from the same population1 * E

Biome trika 16 g 249“252

1931 Tables for statisticians and biometricians P

C ambridge“Uhiver¥Tty “^ress, C ambr idge , Elngl and

1932a ^Experimental discussion of the $ P ) test

for goodness of fit”

Biometrika 24 ^ 35X“, 38i
Karl PEARSON

1932b

J5 0n the probability that two independent

distributions of frequency are really samples

from the same parent population*5 Biome trika 21\ s 457“470

1933 ^

W: 0n the parent population with independent

variates which gives the minimum value of

<$)^ for a given sample 51 Biome trika 234 134”’l48

1933b

n 0n a method of determining whether a sample

of sis,e n supposed to hawe been drawn from

a. parent population having a known probability

integral has probably been drawn at random5* Biometrika 23 .9 3?9'=,4io

1934 a new method of determining l! goodness of

fit * 55 Biometrika 26 g 423“442:

R» L„ PEEK i0 Jr 0 1933 wSome new theorems on limits of variation55 Bell Telephone System— Monograph B=?89g ^ew

Wilfred PERKS

1947 simple proof of Gauss 9 s inequality55 Journal of the Institute of Actuaries

^EuSenjpnSocTe' ty '77

Victor PERLO

1933 ®*0n the distribution of Student's ratio for

samples of three drawn from a rectangular

distribution53 Biometrika 234 203=204

Ho Co PICARD

1931 nA note on the maximum value of kurtosis 55 Annals of Mathematical. S_ta ti sties 22 p 480~482

Ko Co So PILLAI

948 note on ordered samples 511 Sankhya 8, 375-360

F

E

ENP

EP

0

c48=13

K

X

32=141

1

'
Ko G PILLAI

1950 w Qn the distribution of midrange and semi = range in samples from a normal population’* LP

Annals of Mathematical Statistics 21 9 100-=

TOT- 50=446

1951 wSome notes on ordered samples from a normal

population8* LP

Sankhya 11* 23=28

E o Jo Go PI MAN

1937 a

w Significance tests which may be applied to

samples from any population w G

Journal of the Royal Statistical Society

TslTpplV) 47WT5^

1937b ”SignIf icance tests which may be applied

to samples from any population II a The

correlation coefficient test” 3” Journal of the Royal Statistical Society

T5u

193?c Significance tests which may be applied

to samples from any population® III The

analysis of variance test55 GNP

Biome trika 29 s 322=335

194-8 I, acture notes on non°°parametric statistics AB

C'oTumFia BnIver^il^~lTT'Y7"" ““

-

Ro Lo PLACKETT

1947 nMmits of the ratio of mean rang© to standard

deviation” KPX

Biome trika 34.9 120=122 47=395

Jo E c van der PLANK

1946 M A method for estimating the number of random

groups of adjacent diseased plants in a

homogeneous field” IN

Transactions of the Royal Society of South

Africa ~

/

Co POSSE

1886 bUp quelaues applications des fractions continues

algebri qms C

Sto Petersburg;, 175
So Jo POTI

1950 "Power function of the chi-square test with

special reference to analysis of blood group

data" __ E

Sankhya 10 , 397-1^06

Wo A 0 PRIDMQRE

1944 ?,<% application of statistical methods to a

presswork operation (aircraft stringers

)

M Jo

Ministry of Supply Advisory Service on

Stalls tical Method~lmd Quality Control

Techn£car°Report°-No a GjT^Z/E/o

^

Do Vo RA JALAKSHMAN

1943 "On the interval between the ranked individuals

of samples taken from a rectangular population'* N

Journal of the Madras University— Section B

WTJ^Pl "" *” 45=235

01 av REI ERSOL

1944 'Measures of departure from symmetry''9 X

Skandinavisk Aktuarie tidskrlf t 27<> 229“234 4^“211

Eo C„ RHODES

1924 w 0n th® problem whether two given samples can

be supposed to have been drawn from the same

population91, F

Biometri ka 16 9 239“24$

Po Ro RIDER

1929 w0n the distribution of the ratio of mean to

standard deviation in sassO.1 samples from nonnormal universes'8

Biome trike 21 s 124°»14^

1950 88 The distribution of ranges from a discrete

rectangular distribution911 Proceedings bf the Internati onal C ongres s of

Mathematics I, fSTTpubl 1

hed by“THe“7Gneri c an

t

/faET) e matl c. al'^Soc i e ty , 1952

)

KP

LN

1951 "The distribution of the r ange in samples from

a discrete rectangular population"

Journal of the American Statistical AssoHTa^TonTS7T?F-T7H'"“

“

1N0P
- 56 -

Herbert ROBBINS

1944a ’’On di

a

tributi on-free tolerance limits in

random samples’5 Annals of Mathematical Statistics If? g 211;® 21

6

1

9

m|b ”0n the expected values of two statistics”

The Annals of Mathematical Statistics 15 g 321=

1945 W: 0n the measure of a random set 0 IIM

Annals of Mathematical Statistics 16 g 342=347

1948 Some remarks on the inequality of Tfcchebychef

C ourant Anniversary 7”!n

science Publishers , Inc 0 N® Y»

Sally ROBINSON

19333 S| An experiment regarding the ehi = squa.re test’*

Annals of Mathematical Statistics [j. 5 285=287

V 0 l„ ROMANOVSKI

1940 ’’An inductive conclusions in statistics”

Co Ro Akademiya Sci® URSS 27 9 41 9 =421

Ao Co ROSANBER

1942 W:phe use of inversions as a test of' random

order w Journal of the American Statistical Ass©=

^IT5T

Ho SAKAMOTO

1943 !t 0n the distribution of the product and the

quotient of the independent and uniformly

distributed random variables”

The Tohoki Mathematical Journal 49 g 243'= 260

Lo A-o SANTALO

1947 **0n the first two moments of the measure of a

random set”

Annals of_ Mathematical Statistics 18 S 37 ”49

S 0 R„ SAVUR

1937 ”Th@ use of the median in tests of significance

Proceedings of the Indian AeademF of Sciences

D

45=9

N

323 45=162

N

47=389

C

48-193

E

C

41=112

I

N

47=523

N

43=389

* G
5

'? cr>

Do To SAWKINS

1941 ^Remarks on goodness of fit of Hypotheses

and on Pearson® s test*

Journal of the Proceedings of the Royal Society

E

New South Wales 75.9 85^95 42-175

1947 W'A new method of .approximating the binomial

and hypergs ometri a probabilities*®

Journal of the Royal Statistical Society NcSoWo

N

a., w-w | — 48-193

Henry SCHEPPE

1943 a

£ *0n a. measure problem arising in the theory of

non=p ar ame tri c tests s:r Annals of Mathematical Statistics 14 .9 22?<= 233

B

44=44

19l43'b

A 'Statistical inference in the non=p ar ame trie

base*

Annals of Mathematical Statistics 14 9 305*332:

A

44=211

1952 analysis of variance 'for paired comparisons”

Annal s of Mathem.a tl c al S t at is tics 23 5 1

8

M

Henry SCHEFFE and J0 M 0 T'UKEY

191A

?t A formula for sample sizes for population

tolerance limits’®

Annals of Mathematical Statistics 217

D

45=9

1945 wNcn-parametrie estimation® I» Validation

of order statistics’4’ Annals of Mathematical Statistics 16 d l8?«192

BD

46=21

Ho von scSelling1939

° c C " m ^ennjBsichen fur elne rein zufallige F ELge

der Werte in eirier seitlich geordneth

Be 0 b achtung s?r e 1he ?5 As tronomi sene Nachrlchten 269 9 I;55“ i-59

IN

40-249

Robert SCHMIDT

193k ^Statistical analysis of one-dimensional distributions'”’

Annals of Mathematical Statistics 5s 30“?2

BP

Lothar von SCHRUTK.A

1941 M;Eine neue Einteilung der Permut&tionen'1 . N

Mathematisehe Annale n 118 c, 2j\B<=>2.%Q 45ra 32
- 98 -

Marc e IpPaul SCHUTZENBERGER

f" 1948a u Valeurs carac teri stiques du coefficient

de correlation par rang de Kendall dans le

cas general**

Comptes Rendus (Paris) 226 g 21-23

1948b nEtude statistique d

f un problems de

sociome trie”

Gallica Biologica Acta X* 9

1948° t!fAn ABAC for the sample range ”1 Psychometrika 13 9 95°a 97

Garret Lo SCHUYLER

1940 w The ordering of n items assigned to k

rank categories by votes of m individuals 41 Journal of the American Statistical Asso- .. elation 43? 5>5>9-5>"$3

Ho Lo SEAL

194? historical note on the use of bo test

the adequacy of a mortality table graduation”

Journal of the Institute of Actuaries Students® - —

1948 ”A* note on the smooth test64, Biometrika 35? 20

2

Eo Ho SEALY

1943 ”Specif ication of tolerances on components

and final assembly© Methods of tightening

tolerances on final assembly”

(British) Ministry of Supply Advisory Service

on QualX€T~G^rlr:oro “Teclmi c a ep

o

r t - =No 1(T°

Henrik Lo SELBERG

6g 1940a ”Uber eine Ungleichung der Mathematischen

Statistik”

Skandinavisk Aktuarie tidskrif t 1940 ? 114“120

1940b ”Zwei Ungleichungen zur Eganzung d@s

Tchebycheffschen Lemmas”

Skandinavisk Aktuari etidskrif t 1940 ? 121-125

JN

49-134

LNO

48-602

DPL

MN

E

EN

50-42

CO

C

41-228

c

41-227
Henrick L 0 SELBERG

191-2 n 0n an inequality in mathematical statistics*1 Norsk Matematisk Tidsskrift 21y s 1-12

Mo Ro El SHANAWANY

1936 "An illustration of the accuracy of the x

2

approximation*’

Biome trika 2d 9 179=187

Bo SHERMAN

1950 "A- random variable related to the spacing of

saraole values’*

Annals of Mathematical Statistics 21 g 339=361

Wo Ac SHEWHART

1941 G n tri buti on of statistics to the science of

engTne¥rTng

Bell Telephone System Monograph B-1319

Jo SHOHAT (with an editorial note by Karl Parson)

1929 ^Inequalities for moments of frequency functions

and for various statistical constants*1 Biome trika 2.1 $ 361=375

Jo Ao SHOHAT and D 0 TAMARKIN

1943 33 The problem of moments"1 American Mathematic al Society g New York <> Chapter 3

Ko Jo SHONE

19U9 "^elation between the standard deviation and

the distribution of range in non=*normal pop=

ul aliens"1 Journal of the Royal Statistical — Society (B)

Lo SI LBER STEIN

191-5 "The probable number of? aggregates In raadom

distributions of points*5 The Philosophical Magazine 36 » 319-33&

©0

A4.7—199

ENP

EN

51-192

10

X

c

44=5>

KLN

50=260

IN

U6-310
60

Go P e SILLITTO

19i;7

95 The distribution of Kendall 8 s*£* coefficient

of rank correlation in rankings containing

tie®** * JNP

Biometrika 34 a 36=4® 47=475

1949

?s Note on approximations to the power function

of the 2x2 comparative trial 8* HP

Biometrika 36 , 347=352 50=447

1951 ’’Interrelations between certain linear

systematic statistics from any continuous population’* LP

Biometrika 3 8, 377=382

Ho SILVERS TONE

1950

S9i A note on the cumulants of Kendall 8 s S»dis=

tribution” JNP

Biometrika 37, 231=235 51=344

Paul B 0 SIMPSON

1951

wNote on the estimation of a bivariate

distribution function8* BE

Annals of Mathematical Statistics 22, 476=479 52=142

No SMIRNOFF

1935 **Uber die Verteilung des allgemeinen

Gliedes in der Variationsreihe” LN

Me tron - 12 , 59=81

1936 w Sur la distribution de w^t9 EN

Comptes Rendus (Paris) 202 , 449=452

1939^ n Sur les ecarts de la courbe de distribution

empirique" __ ^ FN

ReCo Matho N«,S 0 (Matem&ticeskii Sbornik) 6,

3P26"'"”

" " “ 40=246

1939 b

w0n the estimation of the discrepancy between

empirical curves of distribution for two independent samples 11 FN

Bulletin of Mathematics, University of Moscow

' 40=345

No Vo SMIRNOV

1947 w Sur un critere de symetrie de la loi de

distribution d s une variable aleatoire” NPX

Go R» Akademiya Sci, USSR 56, 11-14 48=40
- 61 -

SMIRNOV

1948 ** Table for estimating the goodness of fit

of empirical distribution**

Annals of Mathematical Statistics 19, 279“28l

EFP

43-599

1949 “Limit distribution for the terms of a

variational series w American Mathematical Society., Translation

Number 6? v Providence, 1952, 1-64

LN

50-605

Bablng ton SMITH

1941 “Note on an alternant suggested by statistical

theory®

Edinburgh Mathematical Notes 32, 19°32

j

43-105

AU Bo SMITH

1951 re .4 test for heterogeneity of proportions 5

' 1 Annals of Eugenics 16, 16-25

H

52”= 260

Do SMITH

1930 “On generalized Tchebycheff inequalities

in mathematical statistics**

American Journal of Mathematics 52, 109“126

c

1939 ®0n Tchebycheff approximation for decreasing

functions n Annals of Mathematical Statistics 10, 190-192c

1951 “Some probability estimates for contingencytables**

Mathematics Magazine 2$ $ 59°62

H

Co SPEARMAN

1901). ®The proof and measurement of association

between two thing sr

1 J

American Journal of Psychology 15 , ?2°101

J9 Po STEFFENSEN

I9I

4.I **0n the M test of dependence between statistical

variables** J

Skandinavisk Aktuari etidskrif t 19^1 .9 13“33 42“5
Ho STEINHAUS

1948 "Elementary inequalities between the expected.

values of current estimates of variance" K

Colloquium Mathematicum Ij, 312=321 49 =721;

¥0 Lo STEVENS

1937 "Significance of grouping and a test for uniovular

twins in mice 8 * INP

Annals of Eugenics 8 5 57=73

1939 "Distribution of groups in a sequence of

alternatives" IN

Annals of Eugenics 9s 10=17

1951 "Mean mad variance of an entry in a contingency

fable 91 HN

Biome trikes 3 3 S 488=470

ko STUART

1951 nAn application of the distribution of the

ranking concordance coefficient" GMN

B iometrika 385, 33=42:

"STUDENT*1

1921 "An experimental determination of the probable

error of Dr 0 Spearman 8 s correlation coefficients 61 JN

Biometrika 13 g 263=282

Po Vo SUKBATME

1938 "0n the distribution of jf" in samples of the

Poisson serier**

Supplement to The Royal Statistical Society 5s

75=79“

1949 a “Random association of points on a lattice"

Journal of the Indian Society of Agricultural

1949 b "Variance of triplets"

Nature 164 a 842

Frieda SWED and Go EXSENHART

1943 "Tables for testing randomness of grouping

in a sequence of alternatives"

Annals of Mathematical Statistics 14 » 66=8?

EP

IN

50=674

IN

P

43=223
®* 63 — Prances SWINEPORD

19^6 ^Graphical and tabular aids for determining

sample sizes when planning experiments which

Involve comparisons of percentages**

F s yc home Irik a 11 9 43 "“49

1948 table for estimating the significance of

the difference between correlated percentages**

Pig ychome t r ika 13 j 23 -“25

P. Lo TCHEBYCHEFF

I867 wDes valeurs moyennes"

Journal, de Math^matiques (Liouville, 2nd series)

12 , 177-184

i860 w Sur deux the orernes relatifs aux pobabilites**

Acta. Mathematic a 305^315

Milton E * TERRY 9 Jr

1952 n Two rank order tests which are most powerful against specific parametric alternatives'*

Annals of Mathematical Statistics 23 » 13

8

H e THEIL

1949 note on the inequality of Camp and Meidell"

Statistic a, Rljswujk 3 , 201-208

1950a

WA- rank-invariant method of linear and

polynomial regression analysis® I and II"

Tndagationes Mathematicae 12 , 85-91 iand- 173-177

1950b n'A- rank-invar I ant method of linear and

polynomial regression analysis 0 III 1

' 3 Ind ag a

t

i

o

ne s Ma thema ti c ae 12, 487-482

Mdrjorie THOMAS

1951 "Some tests for randomness in plant populations**

B iome tri ka 38 , 102-111

W* R o THOMPSON

1936 E, 0n confidence ranges for the median and other

expectation distributions for populations of

unknown distribution form'*

Annals of Mathematical Statistics 7# 122-128

FP

HP

43-363

C

C

G

51-34

J

51-117

J

51-725

IP

GrN
W» THOMPSON

1938 "Biological applications of normal rang© and

associated significance tests in ignorance of

our original distribution forms'*

Annals of Mathematical Statistics 9 s 281-287

L 0 He c* TIPPETT

1927 Random sampling numbers

^¥cts^FoF^omputer s No„ V~> 9 Cambridge

University 'r ress 3 London N 0 W„1

Alan Eo TRELOAR

192if. Correlation analysis

Burg¥as^ubli^Ing~^’o Mi nne apo 1 i

s

John Wo TUKEY

1946 "An inequality for deviations from medians 5* Annals of Mathematical Statistics 17 j 73 <= 7 8

194? w Non=>parametric estimation IT*- Statistically

•eaui valent blocks and tolerance regions =>» the

continuous case 5* Annals of Mathematical Statistics l8 9 32?=>31*

)

1948a 19 Non-par am© trie estimation 9 XXI „ Statistically

equivalent blocks and multivariate tolerance

regions = the discontinuous case'1 Annal s of Mathematical Statistics 19 5 30-39

1948b 5l Some elementary problems of importance to

small sample practice 6 ®

1 Human Biology 20 s 205=214

1950 "Estimation in the alternative family'5 Proceedings of the International Congress of

Mathemat ics ^l4'~3B6^"TpubTTihed by°the American

Mat-EematTFal Societjc, 1932)

J. USPENSKY

193? Introduction to mathematical probability

'McGraw-Hill Book Co7, 373=380 g -ilew iork

Ho R

o’ van der VAART

1930a "Some remarks on the power function of

Wilcoxonls test for the problem of two samples 0 I and I

I

Indag at lone s Math©mat icae 12 9 146^138 and. 139~72

PN

IP

J

43^220

j

X

46=482

D

48=293

D

43=433

K

GK

C

F

31-38
65

'

H» R o van der VAART

19506 ’’Directions for the use of Wilcoxon* s test® Mir~ Mathematlsch Centrum —Amsterdam Rancor t S ?2

Jean VI LIE

1914.3 s. Sur un e r i fee re d ? ind epend anc e

,8i IN

Comptes Rendus (Paris) 218 , 552-553; 44«2G6

du d^hombrement des inversions presentees—par

une permutation*1 j

Comptes Rendua (Paris) 21? »

I4.I-I4.2 45

6. S. A0 Vt)RA

1950 ^©unds on the distribution of chi-square 1* E&

Annals of Mathematical Statistics 2-1 9 308-309

David F e VO TAW, Jr 0 1946 ’’The probability distribution of the measure

of a random linear3 set1* N

Annals of Mathematical Statistics 17^ 240-244

A* WALD

1938 generalization of the inequality of Markoff** 0

Annal s of Mathematical Statistics 9 5 244”255

1939 ’’Limits of a distribution function determined

by absolute moments and inequalities satisfied

by absolute moments’*

Transactions of the American Mathematical

ISocTety 467 2b0”jbo

1943 !4 An extension of Wilks 3 method of setting

tolerance limits 1* D

, Annals of Mathematical Statistics 14 , 45~55 43

^ :

194? ” Limit distribution of the maximum and minimum

of successive cumulative sums of random variables

Bulletin of the American Mathematical Society

""

47-21.7

1

A« WALD and Jo WOLFOWITZ

1939 ‘’Confidence limits for continuous distribution

functions’* E

Annals of Mathematical Statistics 10, .105“

THJ “ ~~

c40-14
66 =

A„ WALD arid J0 WOLFOWXTZ

1940 “On a test whether two samples are from the

same popula tion“ PN

Armais of Mathematical Statistics 11* 147=162 40*348

194-1 “Note on confidence limits for continuous

distribution functions*' EP

Annals of Mathematical Statistics 12* 118=119 42=9

1943 “An exact test for randomness in the nonparametric case based on serial correlation*9 IN

Annals of Mathematical Stati stics 14 » 378=388 44=211

191(i| “Statistical tests based on permutations of

the observations'* BN

Annals of Mathematical Statistics 15* 358=372 44*163

Eo WALDAPFEL

1943 “liber das Profil der Permutationen59 IN

Matematikai FiziAo Lapels 50* 2-57=261 47=190

Helen Mo WALKER

1927 “Certain mathematical questions suggested

by the true -false test 59 IN

The American Mathemat i cal Monthly 24 * 503=515

W 6 Allen WALLIS

1939 111 The correlation ratio for ranked data*9 GN

Journal of the American Statistical Asso= ~~

1942 “Compounding probabilities from independent

significance tests'9 X

Econome tri©ii 1C* 229=248 43=222

1952 “Rough-and-ready statistical tests'1 A,

Industrial Quality Control 8* 35=40

W B Allen WALLIS and Geoffrey H 0 MOORE

1941 a A significance test for time series INP

NaTtTonaT”Bureau”o f Ec onoriffc~~Wsearch

Technical paper No c 1* New York 42=176

1941b significance test for time series analysis'1 INP

Journal o f the Ameri can Statistical As soc i ati off '3F71T01^II09

”

~ 42=176
John Eo WALSH

6?

1946a. ”Some significance tests based on order statis tics”LGP

Annals of Mathematical Statistics 17 , 44”52 46-464

1946b ”Some order statistic distribution for samples

of size four” L

Annals of Mathematical Statistics 17 , 246»248 47“43

1946c Oil the power function of a sign test formed

by using subs ample

s

G

Undated mimeographed report from Douglas Aircraft Cooj Inc», Santa Monica, Calif,,

1946d ”0n the power function of the sign test for

slippage of means*’’ GP

Annals of Mathematic al Statistic s 17 s 358-362 47 ”42

1947 Some significance tests for the mean using the

sample range and midrange G

Mimeographed report from Douglas Aircraft Co<>,

Inc 6J Santa Monica, Calif©

1949a ’’'Some significance tests for the median which

are valid under ver^r general conditions” GNP

Annals of Mathematical Statistics 20, 64=8l 49~554

1949b n'0n the range -midrange test and some tests with

bounded significance levels” GP

Annals of Mathematical Statistics 20 , 257”267 50-191

1949c ” Applications of some significance tests for fche

median which are valid under very general

conditions” GP

Journal of the American Statistical Asso1949b. Some non-parame trie tests of whether the

TargesTb observations of' a set are too large

or too small G

Mimeographed report P=6l. from The RAND

Corporation, Santa, Monica, Calif©

1949 e ”Some comments on the efficiency of significance tests’* B

Human Biology 21 , 2D5“2X7

1950a "On a generalization of the Behrens-Fisher

problem”' G

Human Biology 22, 125-135
68 -

John E a WALSH

1950b "Some estimates and tests based on the r

^smallest values in a sample 8* GP

Annals of Mathematical Statistics 21 9 386=397 51

14-28 1950c 51 Some nonpar ame trie tests of whether the largest

observations of a set are too large or too

small51' GP

Annal s of Mathematical Statistics 21 «, 583=592 51=842

1951 "Some bounded significance level properties

of the equated,! sign test5'1 BQP

Annals of Mathematical Statistics 22s Edward V/ALTER

* % 1951 "Uber einige nichtparame trische Tes tverf ahren" A

Mitteilungsblatt fur Mathematische Statistlk

52=368

Bo Lo WELCH

1937 "On the z=test in randomized blocks and latin

s qu ar e s

?r” GNP

Bi one tri ka 29 9 21-52

1938 "On tests of homogeneity89 GNP

Biome trika 30 9 149=158

Jo WESTENBERG

1948

"’Significance test for median and inter=

quartile range in samples from continuous

populations of any form" GP

Koninklijke Ned erlandse Akad emi ^ van

Wiens chapp en“Tr6c~¥eSrng¥3T7~"2r 3

1'2^2ol 49 = 52

Jo Wo WHITFIELD

1947 "Rank correlation between two variables <> one of which is ranked,, the other dichotomous" J

Biome tr ika 34» 2-92=296 48=453

1949 "'Intra-class rank correlation" JP

Biome trika 36 s 463=46?

1950 "Uses of the r anking method in psychology"5 JO

Journal of the Royal Statistical Society

tbti ' —
69 -

Do Rc WHITNEY

1951 <4'A bivariate extension of the U statistic”

Annals of Mathematical Statistics 22, 274-282

G?

Wo A. WHITWORTH

1945 DCC exercises including limits for the

solutions of all the questions in CHOICE and

CHANCE

Go E 0 Stochert, New York

N

Ac van WIJNGARDEN

1950 is Tables of the cumulative symmetric binomial

d i s tri bu ti on

Indag at ions s Mathematicae 12, 857“»868

P

Frank WILCOXON

1945 ^Individual comparisons by ranking methods”

Biometrics 1 9 80-83

OP

1946 n Individual comparisons of grouped data by

ranking methods”

Journal of Economic Entomology 39s 269

GO

1947 ^Probability tables for individual comparisons

by ranking methods”

Biome trie s 3s 11 9 ”1 22

GP

48-603

1949 Some rapid approximate statistical procedures

American Cyanamid 6

0

,, Stanford Research

Laboratories (July 1949) l6pp 0

GP

1950 !5 Some rapid approximate statistical procedures ' 5 Annals of the New York Academy of Sciences 5>2„

G

WE'^STk '

J0 Ernest WILKINS, Jro

1944 note on skewness and kurtosis”

Annals of Mathematical Statistics 15, 333-335

X

45-91

So &«> WILKS

1935 w The likelihood test of independence in contingency tables”

Annals of Mathematical Statistics 6, 190-196

HN
TO -

s 0 WILKS

1940

191+1

1941

^Confidence limits and critical differences

between percentages*'*

Public Opinion Quarterly i+i> 332=338

”De termination of sample sizes for setting

tolerance limits*1 Annals of Mathematical Statistics 12* 91 "98

^Statistical prediction with special reference to the problem of tolerance limits”

A-nnals of Mathematical Statistics 13s 400= W

1943 Mathematical Statistics

Princeton University* Princeton* New Jersey*

pp e 30-31* 200-225

1948 "Order statistics”

Bulletin of the American Mathematical

>c re WTT^cr—-——

Arthur WILLIAMS* Jr

G

D

42-9

DP

43-165

AN

44=41

AB

48-601

1950 n On the choice of the number and width of

classes for the chi-square test of goodness

of fit”

Journal of the American Statistical AssoEdwin Bo WILSON

191a

194

ts The controlled experiment and the four'

•f nl ^ t ahl ” Science 93* 557-56© (June 3. 1941)

£

n 0n contingency tables”

Proceedings of the National Academy of

BcTe nc ei(USJ

Edwin Bo WILSON and Jane WORCESTER

194-2®- "The association of three attributes”

Proceedings of the National Academy of

'2d* 3^4^390

EP

H

43-26

H

43-26

H

43-106
71 c=*

Edwin B e WILSON .and Jane WORCESTER

1942b ^Contingency tables”'

Proceedings of the National Academy of

C, B c WINSTEN

1946 ^Inequalities in terms of mean range”

Biometrika 33 s 283=>295

Jo WISHART and Ho 0« HIRSCHPELD

1936 WA theorem concerning the distribution

of joins between line segments”

London Mathematical Society Journal 11 „

----- - *-»-,,-1i -mmr n III. m — hi K— .. — — — —, _ ..

&

Herman WOLD

Random normal deviates,, 25, 000 items compiled

Troifi^racT" No o XXiT^’Kend al T^and^^irt of

ran3!om~sampTing numb e rsy~W e rs No « 25

CamEFiR^g^^QETversi ty tress, London No W c 1,

J. W0LF0WITZ

1942 ,r Additive partition functions and a class of

statistical hypotheses”

Annals of Mathematical Statistics 13# 247°

1943 w0n the theory of runs with some applications

to quality control”

Annals of Mathematical Statistics 1

4

, 280-288

1944a wNote on runs of consecutive elements”

Annals of_ Mathematical Statistics 15 # 9?“98

1944a ”Asymptotic distribution of runs up and

down”

Annal s of Ma themat i c al Stati stics 15 # 163“

1949 wNon-parametric statistical inference”

Proceedings of the Berkeley Symposi um

on Mathematical Statistics and RrobaFili ty # Unlver sity of Californi a TreTssT^ 9T=1TT~

1952 w’Abraham Wald, 1902-1950”

Annals of Mathematical Statis t ics 23, 1-13

H

43-105

OPX

47^43

N

I

49-553

BEFIM

43-107

AJ

44-

40

N

45=5

N

45

-

6

AP

49-387

A
- 12 -

Max A, WOODBURY

19 UO "Rank correlation when there are equal

variates"

Annals of Mathematical Statistics 11 * 358=362

Fo YATES

1934 w6ontigency tables involving small numbers

' and the X

2 test"

Supplement to the Journal of the Royal ^STOciT

1948 "The analysis of contingency tables with

groupings based on quantitative characters"

Biometrika 35* 176-181

Lo C c YOUNG

194-1

n 0n randomness in ordered sequences"

fnnals of Mathematical Statistics 12* 293°

3<X(T~" — —

Go U 0 YULE

1938 n<tt' test of Tippett® s random sampling numbers"’

Journal of the Royal Statistical - Society - —

Joseph ZUBIN

1939 "Nomographs for determining the significance

of the differences between the frequencies

of events in two contrasted series or

groups"

Journal of the American Statistical As so=

ciation~347~F3^5W~~' —

JNP

41=110

H

H

INP

43=174

10

GP
THE NATIONAL BUREAU OF STANDARDS

Functions and Activities

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of Congress, March 3, 1901, as amended by Congress in Public Law 619, 1950.

These include the development and maintenance of the national standards of

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Information on the Bureau’s publications can be found in NBS Circular 460,

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Bureau of Standards (25 cents). Both are available from the Government Printing Office. Inquiries regarding the Bureau’s reports and publications should be

addressed to the Office of Scientific Publications, National Bureau of Standards,

Washington 25, D. C.
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