tAr j>y

NATIONAL BUREAU OF STANDARDS REPORT

1628

BIBLIOGSAPHICAL SURVEY OF

RUSSIAN MATHEMATICAL MONOGRAPHSj, 1930 TO 1951

eompilad by

George E, Forsyth®

National Bureau of Standards s Los Angeles

U. S. DEPARTMENT OF COMMERCE

NATIONAL BUREAU OF STANDARDS
U. S. DEPARTMENT OF COMMERCE

Charles Sawyer, Secretary

NATIONAL BUREAU OF STANDARDS

A. V. Astim, Anting Director

THE NAT

ONAl BUREAU OF STANDARDS

The scope of activities of the National Bureau of Standards is suggested in the following listing of the divisions and section© engaged in technical work. In general, each section is en- gaged in specialised research, development, and engineering in the field indicated by its

title. A brief description of the activities, and of the resultant reports and publications,

appears on the inside of the back cover of this report.

I- ELECTRICITY. R«sis tance Measurements. Inductance and Capacitance. Electrical Instruments. Magnetic Measurements. Electrochemistry.

2. OPTICS AND METROLOGY. Photometry and Colorimetry. Qatical Instruments. Photographic

Technology. Length. Gage.

3. HEAT AW POWER. Tenperature Measurements. Thermodynamics. Cryogenics. Engines and

Labricatiosa. Engine Fuels. 4. ATOMIC AMD RADIATION PHYSICS. Spectroscopy. Radicmetry. Mass Spectrometry. Physical Electronics. Electron Physics. Atomic Physics. Neutron Measurements. Nuclear Physics. Radioactivity. X-Rays. Betatron. Nucleonic Instrumentation . Radiological Equip-

©asafc. Atosaie Energy Coamission Instruments Branch.

5. CUSElMi S STRY . Organic Coatings. Surface Chemistry. Organic Chemistry. Analytical Chemistry. Inorganic Chemistry. Eiectrodeposition . Gas Chemistry. Physical Chemistry. Therraochemistry . Spectrochemistry . Pure Substances.

6. MECHANICS. Sound. Mechanical Instruments. Aerodynamics. Engineering Mechanics. Hydraulics. Mass. "Capacity, Density, end Fluid Meters. 7. ORGANIC AW FIBROUS MATERIALS. Rubber. Textiles. Paper. Leather. Testing and Specifications. Organic Plastics. Dental Research.

8* HETALIURSY. Thermal Metallurgy. Chemical Metallurgy. Mechanical Metallurgy . Corrosion.

9. NSHERAL PRODUCTS. Porcelain and Pottery. Glass. Refractories. Enameled Metals. Building Stone. Concreting Materials. Constitution and Microstracture. Chemistry of Mineral

Prsxfeacts. 10. BUILDING TECHNOLOGY. Structural Engineering. Fire Protection. Heating and Air Con- ditioning. Exterior and Interior Coverings. Codes and Speci fications .

IS. APPLIED MATHEMATICS. Numerical Analysis. Commutation . Statistical Engineering. Ma- chine Development.

12. ELECTRONICS. Engineering Electronics. Electron Tubes. Electronic Computers. Elects- eaie InatrsBeatatica

13. ORDRAMCE DEVELOPMENT, (technical Research and Development. Electromechanical

Fuse®. Technical Services. Missile Fuzing Research. Missile Fuzing Development. Pro- jectil© Feases. Ordnance Ccaipofflem fcs . Ordnance Tests. Ck’dmsnce Research.

14. UmW PROPAGATION Upper Atoosphere Research. Ionospheric Research. Regular Propagation Service©. Frequency Utilization Research. Tropospheric Propagation Research. High

Frequency Standards. Microwave Standards.

15. NS ISSUE DEVELOPMENT. Missile Engineering. Miseile Dynamics. Missile Intelligence.

Missile Instraasemtatioo. Technical Services. Coabnstiom.
NBS PROJECT

1101-11-5100

March 2$ s 195 2 NBS REPORT

1628

BIBLIOGRAPHICAL SURVEY OF

RUSSIAN MATHEMATICAL MONOGRAPHS, 1930 TO 195

1*

compiled by

George E„ Forsythe

National Bureau of Standards,. Los Angeles

PREPRINT

vThe preparation of this paper was sponsored (in part) by

the Office of Naval Research, USN

Approved for public release by the

Director of the National Institute of

Standards and Technology (NIST) on October 9, 2015

This report is issued f in any form, either in «

fro* the Office of the D

n , reprinting, or reproduction

mission in writing is obtained

shington 25, D. C.

Bibliographical Survey of

Russian Mathematical Monographs, 1930 to 19£1*

compiled by

George E. Forsythe

National Bureau of Standards, Los Angeles

CONTENTS

I. On Russian books in mathematics 1

II. Bibliography, arranged by author ......... £

Supplementary list

III. Author names, arranged by subject ......... £7

*The preparation of this paper was sponsored (in part) by the

Office of Naval Research, USN.
- v; '

"• _

"

•

•

1

•

• '• v:

,

:

.
I. ON RUSSIAN BOOKS IN MATHEMATICS

Perhaps even more than mathematicians in Europe generally,,

those in Russia have traditionally devoted much effort to the

preparation of good expository monographs. Since World War II

there has been a great increase in this work. The resulting

mathematical literature is extensive in quantity and high in

quality. Among others g some of the very best research men are

engaged in this worka The writing is usually leisurely and full

of examples <=- especially suitable for self instruction. The

size of the editions is large, -

As an example of a recent book consider S, L, Sobolev 9

The Equations of Mathematical Physics , The first edition appeared

in 19 hi in 10„000 copies s and a second edition of 8000 copies was

published in 1950o In the second edition,, hUO pages contain an

exposition of 30 lectures by M„ V, Lomonosov at the University in

Moscow, These cover partial differential equations 9 integral

equations 9 and infinite expansions. Early in the book there is a

fifty«=page resume of Lebesgue integration theory s which is used

in what follows. Results are carefully summarized in theorems.

At least two critics have liked the book very much.

While some sections of Sobolev’s book have counterparts in

the western monographs 9 L, ?, Kantorovich & N, M, Krylov „ Approximation Methods in Higher Analysis „ is unparalleled. The

third edition (1950) of 5000 copies contains 695 pages s numerous

references to the world literature s and many numerical examples in

great detail 9 elegantly explained. The seven chapters cover the

following: 1, Solution of partial differential equations by infinite
'

-

.

..

.

.

'

,
2

seriesj 2 e Approximate solution of Fredholm integral equations^

3c Difference methodS| U. Variational methods| Conformal

mapping of regions^ 6„ Application of conformal mapping to the

solution of basic problems for canonical regionsj 7o Schwarz's

method0

It seems clear that the Russian mathematical books would be

of the greatest value to a variety of mathematicians if only they

Tfere readily available „ In illustration of this,, I have recently

been told that some mathematicians in a Los Angeles aircraft com=

pany are today struggling with an aerodynamical problem itfhose

solution may be found in Russian monographs<>

How can we make the literature available? While the language

barrier is a large one 9 perhaps a more fundamental difficulty is

ignorance even of the existence of this literature,, Experience

at the National Bureau of Standards^ Los Angeles,, indicates that

mathematicians will start to learn a language just as soon as

valuable books are available in that language 0 Moreover9 translations can be made where they are needed badly enough,,

Mathematical.. Reviews is,, of course,, doing an excellent job

of collecting and reviewing books and article

5 and the majority

of the books listed below have been noted or reviewed in that

publication* Because those reviews are spread through 13 volumes

of Mathematical Reviews ,, the compiler feels that it will prove

worthwhile to bring these titles together in a single list* It is

hoped this will help keep this literature before western mathematicians,, and thus contribute to its use* I know of no comparable

3

list | in the "'New Publications 91 section of the Bulletin of the

American Mathematical Society „ for example B Russian entries have

appeared only since September 1950°

I do not believe Russian mathematical creativeness to be generally

better than ours Q There are fields where we excel g and some where

Russians excelo But a as is obvious from the journals g Russian

workers are reading the western literature much more closely than

most of us follow their work 9 and they are translating a large

number of the best western books and articles into Russian,, It

seems to me inevitable that this net one-way diffusion of mathematics s .if long sustained will result in most Russians knowing more

about the subject than most of us„ I am not worried about pure

mathematics in this regard s because even a small group of reviewers

of Russian work will bring to our attention whatever important new

ideas there are s and we can do without the resto I am worried about

applied mathematics g however g because by its nature it must be carefully followed to be understood s and it usually cannot be so easily

transmitted through abstracts and reviews 0 Moreover 9 Russians have

long had a better position in applied mathematics s relative to us s than in pure mathematics

„

The present bibliography is an outgrowth of a want-list for

the library of the National Bureau of Standards g Los Angeles s but

now has grown to include many titles not suitable for that library0

The rules for admitting a book to the list are detailed in Section II„

It is intended to confine the list to Russian books which a practising mathematician might wish to consult g if he could read therm
•

•

.

.
k

Although the list comes to some [5.3O titles B there is no claim of

completeness. The following sources have been fairly well covered?

(1) The two excellent bibliographical books a Matematika v SSSR

za tridtsat .let 1917-19U7 (see list under Kurosh) s and Mekhanika v

SSSR za tridtsat let 1917°19U7 (see list under V, Z„ Vlasov),

(2) The book-lists in the numbers of Uspekhi matematicheskikh

nauk (new series 9 19U6 ff ,

)

available in Los Angeles and Pasadena,

(3) Some volumes of Mathematical Reviews ,

(U) Bibliographies in several recent Russian books and articles,

(5) Professor I, S, Sokolnikoff * s personal books,

(6) Proof sheets of the Library of Congress cards listing new

acquisitions since around 19)48,

(7) Some book catalogues.

If readers will send additions and corrections to the compiler

at the National Bureau of Standards s Uo5 Hilgard Avenue s Los Angeles

2h9 California g they can be included in any future reprinting,

I want to thank Professor Sokolnikoff for his helpful reading

of the book list. His article^ "Organized research in the USSR/'

Scientific Monthly , vol 72 (1951) s PP» 16)4=168 9 gives a clear

picture of what lies behind Russian scientific publications,

0 Acknowledgment is due to Mrs, Gertrude Reider for her careful

editing and typing of the manuscript and especially the file of

book-cards. The attained accuracy would not have been possible

without her° the remaining errors are almost certainly mine.

5

II. BIBLIOGRAPHI^ ARRANGED BY AUTHOR

The subject matter of the listed books is mathematics , pure

and applied,, including fables beyond the most elementary , but excluding elementary nomography and descriptive geometry„ There are

a few titles on Quantum Mechanics and other modern branches of

mathematical physics,* and more on mechanics and mathematical machines,

but these topics are far from completely covered,,

The list is confined to books, excluding dissertations. Because of their mathematical interest, most of the periodical monographs ( Trudy) of the Steklov. mathematical institute have also been

included,, The books in the list have been published (or reprinted)

in Russian since 1930 „ For textbooks, the subject matter is more

advanced than calculus „

38 Popular lectures83 are excluded, even

when these cover advanced topic s„ Translations into the Russian

are omitted0

These rules, however, have not been followed to the letter —

especially where a book looked like a good one. With one or two

exceptions, the compiler has seen only the books in our library,

and books have been judged on whatever evidence was available,.

An asterisk (*) before a title indicates that the book is in

the library of the National Bureau of Standards, Los Angeles,,

The letter (w) before a title indicates that, in the compiler'

s

opinion, our library should try to acquire it, (Of course out of

print Russian books are exceedingly hard to findl)

The Library of Congress system of Russian transliteration is

used, because librarians seem to be the principal persons who use

such references without knowing Russian,,

6

ABBREVIATIONS

M, & Moscow

Lo e Leningrad

G„ s Gosudarstvennoe izdateP stvo tekhniko-teoreticheskoi

literatury5 abbreviated. ‘'Gostekhizdat*® (State

publisher of technical-theoretical literature ) $

. Moscow or Leningrad or both.

Izd* AN SSSR - Publication of the Akademifa nauk (Academy of

sciences) of the USSR0

p* - pages

( ) cop, e (number of) copies (printed) s according to information in the book or in Russian bibliographical

material

o

1$T 50k e 1$ rubles £0 kopeks ® 12,50 ruble

s

5 the price „ The

ruble is wort.h between about 12 and 2$ U,S 0 cents «, depending on the type of transaction

MR - Mathematical Reviews

Trudy mat

.

Inst, Steklova s Akademiia nauk SSSR, s Leningrad Mat emat Ic he skir

institut imeni V, A, Steklova,,* Trudy, (This

institute is analogous to the Institute for

Numerical Analysis of the National Bureau of

Standards,)

Izd, univ, - Izdatel” stvo universiteta? (Publishing house of

the university?)

7

AKABEMIXA NAUK SSSR^ IlTbileinyi sbornik ° °

° (Jubilee collection

celebrating the 30th anniversary of the October socialist

revolution) o, Mo 19^7 a [in 2 vols,j vol, 1 has mathematics],

w AKHIEZER^, N 0 I, 9 a Vvedenie v teorifu lineinykh operatorov y

prostranst-ve Gilbert a (Introduction to the theory of linear

operators in Hilbert space). Vols. 1 and 2 S lithographed

course of lecture

s

5 Kharkov5 19U0,

w AKHTEZER^ N, I. s b Lektsii po teorii approksimatsii (Lectures

on the theory of approximation) 9 G . s 19h7 $ 323 p . s 5000 cop , s

15r 50k.

w AKHIEZER5 N. I, s e Elementy teorii elliptiche skikh funktsii

(Elements of the theory of elliptic functions) 9 19U8 5 291 p , 9 7000 cop,

w AKHIEZER^ N, I, and GLAZMAN s I, M, «, Teorifa lineinykh operatorov

y

gil° bertovom prostranstve (Theory of linear operators in

Hilbert space) s G, <, 1950 5 U83 p, $ kOOO cop, 5 l6r 60k®

w AKHIEZER5 N, 1, and KREIN S M, G , s 0 nekotorykh voprosakh teorii

momentov (On some questions in the theory of moments) s Kharkov9 G0NTIs Ukr, SSR5 1938 9 253 Po

AKIMOVs M, I, and others «, Teoretiche skafa mekhanika (Theoretical

mechanics)., M, s 1932~1933<>

(U ^

AKUSHSKIX 5 I. IA, 5 [see Lfusterniks L, A,], * ALEKSANDROV9 A, D. g a Vnutrenniaia. geometrifa vypuklykh

poverkhnostel (Interior geometry of convex surfaces ) s G„ 5

19U8 s 387 p« s 6000 cop,

ALEKSANDROVs A, B, s b Vypuklye mnogogranniki (Convex polyhedra) s

G, s 1950c, i|28 p, 5 4000 cop, s 21r 80k5 [MR. 12 s 732],

8

ALEKSANDROV^ Pc S e s a Vvedenie v teoriiu grupp (Introduction

to the theory of groups) s Uehpedgiz 5 1938 s 128 p Q w ALEKSANDROVs

P<, S 0 s b Kombinatornaia topologiia (Combinatorial

topology) s Go , 19U7 s 660 p* s 5000 cop , s 3r ?0ke w ALEKSAUDROVc, P» S c s e Vvedenie v obschuiu teorixu mnozhestu i

funktsii (Introduction to the general theory of sets and

functions) s G„ $ 19L8 5 Ull pc 9 [first of two volumes edited by

Aleksandrov and Kolmogorovj MR 12 a 682] 0

ALEKSANDROVs PD S c and EFREMOVICH^ V 0 Ao 9 Qehsrk osnovnykh

ponfatii topologii (Sketch of the basic concepts of topology) s

Mo “ Lo 5 ONTIs 1936 c, 9k p*

ALEKSANDROV^ P„ S. and KOIMOGORQV^, A. No , Vvedenie v teorifu

funktsii deistvitel 8 nogo peremennogo (Introduction to theory

of functions of a real variable) 9 3rd edition^ M„ ~ L* $ ONTIs

1938 „ 268 Po

K- ALEKSANDROV^ P„ S 0 and URYSON s P0 S 0 9 m G kompaktnykh topologicheskikh prosfranstvakh58 (On compact topological spaces) s Trudy mate insto Steklova^ vol« 31,, 199>0 s 9o p„ $ 2000 c©p 0

s

w ALEKSANDROVg P, 3 C , MARKUSHEVIC H5 Ao I. and KHINCHIN^ A. lL

(editors) «, Enisiklopediia. elementarnoi matematiki (Encyclopedia

of elementary mathematics) s Go s 19U9? vol, 15 Arithmetic 9 14*8 pe s vol0 2 S Algebra5 U2U p c s 5>0 500Q cop„

w ANAN°EV<, Io Vo s Spravochnik po raschetu sobstvennykh kolebanii

uprugikh si stem (Handbook on the calculation of proper

oscillations of elastic systems) s G„ $ 19U6 ? 223 P°

ANDRONOV5 A© Ao and KHAIKINS S. E. , Teoriia kolebanii (Theory of

oscillations ) s pari l s M. TM L„ § 0NTI 5 1937 s [translated in

condensed form, at Princeton s 1949 ]

<>

9

•ft ANONYMOUS,, a Trudy psrvogo bsesoxuznogo s

,8 ezda matematikov 000

(Works of the first all-soviet congress of mathematicians s Kharkov, 1930), M, - L, , ONTI, 1936, 376 p.

ANONYMOUS, b Mat ematika i estestvoznanie y

SSSR (Mathematics

and natural sciences in USSR), Izd, AN SSSR, 1938°

ANONYMOUS, c Dvizhenie tverdogo tela vokrug nepodvizhnof tochki

(The motion of a rigid body around immovable points), Izd, AN

SSSR, 19U0, [collection of articles],

ARKHANGELC SKII, ¥„ A. , Raschety neustanovivshegos fa dvizhenffa v

otkrytykh vodotokakh (The calculation of unsteady motion in

open channels), M, - L, , lad, AN SSSR, 19U7, 136 p, , [MR 13, 82],

ARN03RD, I, ¥0 , Teorifa chisel (Theory of numbers), M0 , Uehpedgiz,

1939s 288 P°

ARTEM0 E¥, N, A,, Osnovy Mgchestveimoi t eorii obyknovennykh

differentsialg nykh uravnenii! (Foundations of a qualitative

theory of ordinary differential equations) , L0 , Jzd0 univ» , 19Ul.

w ART0B01E¥5KII, !„ I,, Kurs teorii mekhanizmov i mashin (Course in

the theory of mechanisms and machines). Mo , 19b$ [there are

several other books by same author] 0

ART0B0 LEYSKII, I. I, , [see Dobrovol8 skii, I. I, ]

„

BANAKH (BANACH) 8, S„, Kurs funktsfonal 8 nogo analizu- (Course of

functional analysis), Kiev, I9U8 , 216 p. , 6r 60k, [Ukrainian],

BARI, N, Ko , Teorifa r-fadov , (Theory of series), Uchpedgiz, 1936,

137 Po

BASHK0¥, E 0 F, , [see Filonehko, A, S 0 ],

w BELINSKII, ¥, A, , Dinamiche skafa meteorologifa (Dynamic meteorology),

19U8, 703 p»

10

BEENSHTEIKc, S c A0 s a Osnovy d±namlkl sooruzhenir (Foundations

of the dynamics of structures) 5 M0 ^ l$bXs [there are otherbooks by the same author] e

BERMSHTEXN5 S Q i s b Raschet konstruktsii s odnostoronnimi

svfazfami (Calculation of structures with one-sided connect

tions?)^ Mo s 19UUo

w BERNSHTEINg S 0 a 0 mnogochlenakh 9 ortogonal11 nykh v

konechnom intervale (On polynomials $ orthogonal on a finite

interval) s Kharkov,, GNTI9 1937 s 128 p0 w BERNSHTEINs S„ N. 5 b Teorifa verofatnostei (Theory of probability) s kth edition,, G. 9 19kS s 536 pu

nailuchshee priblizhenie nepreryvnykh fuokt^il odnoi veshehesbvennol peremennoa (Extremal properties of polynomials and best

approximation of continuous functions of a real •variable) s part 19 Mo - L0 <, QMTIS 1937 , 203 p*

BEZIKOVIGH^ IAo S„ 5 a Ischislenie konechnykh raznostel (CaL cuius

of finite differences) s lad. univ0 9 1939 «, 366 p.

w BEZIKOVIGH^ IAo S B£) b Prlblizhennye vyehislenifa (Approximate

computation) s 6th editions G. s 19h9 s U63 p°«, 10^000 cop. 5 lOr 25

k

s [textbook] „ w BEZUKHDV^ N. I 0

s

Vvedenie v teoriiu uprugosti i plastiehnosti

(introduction to the theory of elasticity and plasticity) $

Stroiizdat^ 1930.

w BIUSHGENSs S. S . s a Metod kompleksnogo peremennogo v kinematike

M w w BERNSHTEIM^ S. N . 5 c Eksiremail rye svoistva polinomov i

mekhaniamov (Method of complex variable in the kine=

matics of plane mechanisms) s M« s 1939°

11

BIUSHGENS^, S. S. s b Different sial 11 na£a geometriia (Differential

geometry) $ G. s °L9bP 9 300 p.

BLOKH^ Z. SH. 9 Pribliz hennyi sintez mekhanizmov (Approximate synthesis of mechanisms) s G. 9 19U8 S 170 p0

BIOKHINTSEV^ Dc a Vvededie v kvaritmovufu. mekhaniku (Introduction to quant-urn mechanics) $ G0 s 19UU<, I4. 8I4. p„ s 3000 cop®

BI£>KHINTSEV5 Dc I® 9 b Akustika neodnorodnoi dvizhusheheisfa

sredy (Acoustics of a non-homogeneous circulating medium) $

Gc^ 19U6 o

B0EV5 Go Pe c, Teorifa vero fatno stei (Theory of probability) s G. 5

1950 s 368 p ® 5 1^000 cop0 s 9r U5k^ [reviewed in Uspekhi mat,

nauk g 6 (3) 5 175].

B0G0LIUB0V5 No No s 0 nekotorykh statistiche skikh metodakh v

matematiche skoi fizike (On some statistical methods in mathematical physics) 9 L8 w6wc, Isd» AN I3kr 0 SSRs 19k$ s 137 p°

B0G0LIUBOV ^ N. N0 , [see Krylov* N . M® ]

®

BOGOMOLOV^ So A. s Vvedenie v neevklidovy geometri.iu Rimana

(Introduction to the non- euclidean geometry of Riemann),,

G® * 193 226 p®

B0IARSKII* A® IA ® 9 STAVROVSKII* V. N® * KHOTIMSKII* V0 I . s and

lASTREMSKIIg Bo S„ s Teorifa maternal ieheskof sfatistiki (Theory

of mathematical statistics) s 2nd edition* M®* Sots-ekonorm

izd®

19313 U31 p«

B0IARSKII* A® IA®* Statistika (Statistics) * Gos® Sots-ekon®

izd-vo * 1936 j, Ul9 p»j [revision of previous entry]®

BRAGINSKII* Lo s Tabliehnye i graficheskie metody vychislenil

(Tabular and. graphical methods of calculation) s M® * 1938* 279 P«

12

BRIDZHMEN (BRIDGMAN) P0 Vc 9 Analiz razmemostei (Dimensional

analysis) 9 QNTI5 193k

$

120 p„ 5 5000 cop0

9

[translation from

English with interesting editorial comments by Vavilov] 0 w BRONSHTEIN I 0 No and SEMENDIAEV5 Ke A0 s Spravochnik po matematike

dlfa inzhenerov i uehashchikhsfa vtuzov (Handbook of mathematics

for engineers and for students in higher technical schools ) $

G. , 19U9? 556 p0 5 l?r0

BRUK<, Ie So s Mashina dlfa integrirovanifa different sial8 nykh

uravnenif (Machine for integrating differential equations ) $

M0 - Lop Izd. AN SSSR, .19^1, UUp.

BUKHG0L°TS 5 N. N. 9 Osnovnoi kurs teoretieheskox mekhaniki (Basic

course of theoretical mechanics) s partes 1 and 2 S 5th edition^

Mo s 19b$»

BUKHaOL«TS, No No 9 VORONKOV5 N, Mo and MINAKOV^ A0 PB 9 Sbornik

zadach po teoreticheskoi mekhanike (Collection of problems in

theoretical mechanics) s Mo s 19^4-0 „

BUKH30L'5 TS 5 No Ne , [see Suslov, Go Ko] a w BUKHMAN 9 Ec No 9 FQDGQRODETSKI^ I„ A0 and 0STR0UKH0Vs L0 I„ ,

Statist- ilea sviazi (Statistics of communications) 3 Sviaz 11 izdat s 1950 o

BUKREEV,, Bo lAo d Vvedenie v variat sionnoe ischislenie (introduction to variational calculus ) 9 Kievg GTTI 5 193U<, 183 P»

BULGAKOV9 B. V . 9 a Prikladnafa teorifa giroskopov (Applied

theory of gyroscopes) 9 M. § 1939®

w BULGAKOV,, Ba V. 9 b Kolebanifa (Vibration) 9 G* s 19k9 9 vole 19

U60 p0

13

w CHAPLYGIN,, S c A0 s a Novyx metod priblizhennogo int egrirovanixa

different sial 3 nogo uravnenix (New method of approximate Integration of differential equations) s G® 9 1950 5 102 p« $ I4.OOO cope s Ur 50k5 [2nd edition. M. - L® s ITTI5 1932 5 50 p e ]e

CHAPLYGIN,, S® Aa

s

b Sobranie sochinenix (Collected works) 9 G® $ * vol® 1 (theoretical mechanics and mathematics) 3 19U8 5 U8U p® s 3000 cop D

vole 2 (hydrodynamics^ aerodynamics) s 19U8®, 6UU p® 9 3000 cop0 w vole 3 (mathematics and mechanics ) s 1950 3 U67 po S 3000 cop® s 19r 50ke

* vole U (theoretical mechanics) 9 19U9$ 616 p® s 3000 cop®

CHAPLYGIN^ S. A. 9 c Izbrannye raboty po teorii kryla (Selected

works on the theory of wings) s 19U9j, 275 P®

w CHAPIYGINe, So A® s d Issledovanixa po dinamike negolonomnykh

sistem (Research on the dynamics of non=holonomic systems) 9

Go $ 19U9* in p9

00 CHEB0TAREV5 A0 S a s Sposob nalmen9 shikh kvadratov v teorii

verofatnostel (Method of He ast squares in the theory of

probability) s 3rd edition^, Me •= L® s 0NTIp 1936 $ U?5 P®

CHEB0TAREV®, N® Go s a Teorixa Galua (Galois theory) s part 15

Go s I93U5 221 p®

%

Osnovy teorii Galua (Foundations of Galois

theory) 8 part 2 § M0 = L0 s 0NTIs 1937 ^ 160 p® § [translated by

Schwerdtfeger^ 1950 f MR 22 9 666] 0

CHEBOTAREV^ N® G . 9 b Teorixa grupp Li (Theory of Lie groups) s

G. s 19bhs 395 Po

CHEB0TAEEV®, No G® s c Teorixa algebraiche skikh funktsix (Theory of

algebraic functions) s G® s 19U8 5 396 p0|) 6000 cop® s 20r®, [at UCLA]„
.
CHEB0TAREV5 N® G . 9 d Vvedenie v teoriiu algebr. (Introduction

to theory of algebra) 9 GC| 19U9 g, 88 p . s 6000 cop, 5 3r. * CHEBOTAREVg No G-« s e Sobranie sochinenil (Collected papers) s

Mo = Lo s Izd® All SSSRg * vol® 15 19U9 5 3b3 Po 9 2000 cop® 5 22rj * volo 2 S 19U9c, U20 pC g 2000 cop® s 2£rj

* vol® 3 § 3,930 9 171 P° 5 2000 cop® 5 13r„

w CHEBOTAREVg N® Go and MEIMAN^ N® No $

!8 Problema RausaTMGurvits

a

dXia polinomov i tselykh funktsii./8 (Problem of Rouse-Hurwitz

for polynomials and entire functions) s Trudy mat c inste

Steklova , vol® 26 9 19k9s 332 p 0

9

2000 cop ® s 18r®

CHEBYSHEV^ Pc L® s a Nauchnoe nasledie Po Lo Chebysheva (Scientific heritage from Chebyshev) s 2nd issue 3 (Theory of

mechanisms) $ Izdc AN SSSR^ 19h$ s 188 p. s 20r,

CHEBYSHEVs P. L. 9 b Izbrarmye matemat ic he skie trady (Selected

mathematical works) s G. s 19k6 s 200 p. s 10 9 000 cop. s 8r5 [selected by A. M, Liapunov]®

CHEBISKEVg Pc L 5 c Polnoe sobranie sochinenil (Complete collected TATorks) s Izdo AN SSSRg,

* vol® 1^ (Theory of numbers) 19U6 S 3h3 P° s 3000 cop®

w vol® 2 9 (Mathematical analysis) 19kl 3 520 p®

w volo 3c, (Mathematical analysis) I9U8 s UlU po

* vole lig (Theory of mechanisms) 19U8 P 255 p» 5 5000 cop ® $ 20r®

vol® 5 a (Other works and bibliography)' 195l« 30r®

CHEBYSHEVs P® L® $ d Teorifa mekhanizmov (Theo.ry of mechanisms) s

M„, Izd® AN SSSR5 19h9 9 79 p®

CHERKASOV^ A® N. , [see Nemyfcskii5 V® V®]®

15

CHETAEV9 No G. s Ustoiehivost* dvizhenifa (Stability of motion) $

Go s 19U6o

w CHUDAK0V5 No Go 9 Vvedenie v teorixu Ip°funktsii Dirikhie (introduction to the theory of Dirichlet* s L»functions ) s Go s 19k7 s 202 p0 ^ ^ «» CHUDOV^ A. A. s Tablitsy urrino zheniaa trekhznaehnykh chisel na

trekhznaehrye (Tables for multiplying 3“figure numbers by

3=figure numbers) s Mc s 19kO s k$k p° s [there are other similar

elementary tables by Chudov*, not listed here] 0

DANIXEVSKl!f 5 Ao Ho and EFRQS 9 A0 Mo s Operatsionnoe ischislenie

i kontumye integraly (Operational calculus and contour

integrals) 9 Kharkovs GNTI^, 1.937 s

38ij. pe

DEIDNE*, Bo No s Peterburskaia shkola teoril chisel a (St„ Petersburg

school in number theory) s Izdo AN SSSRs 19bl

$

Ul9 p°c,

[ “'popular18 1 in U0 C „ L„ Ao library] 8 w DEIONE^ Bo No and FADDEEV g D» K0 9

8, Teoriia irratsional” nostei

tret'ei stepeni/8 (Theory of irrationalities of the third

degree) s Trudy mate insto Steklova 9 vol* 11^ I9UO0

DEVIS0Ns Bo Vo s [see Khristianovich*, S c A0 ]o

DIMENTBERGc, F„ H« 9 Opredelenie polozhenij prostranstvennykh

mekhanizmov s 0 0 (The determination of the positions of spatial

mechanismso Method of 86 screws51 0 0 0 )$ H0 9 Izdo AN SSSR5 1950 9

lU2 po 9 [MR X2 5 866

]

0

DINNIK^ Ae N8|) a Teoretiche-skafa mekhanika (Theoretical mechanics) 9 Kharkov$ 1931

DINNIKS Ao N„ s b Ustoichivost 8 uprugikh sistem (Stability of

elastic systems) s QNTJ9 1935®

16

DIMIKS A0 N» ? c Prodol°nyx izgib (Longitudinal bending) s

GONTIg 1939o

DINNIK3 Ao d Ustoiehivostb arok (Stability of arches ) 9

Mo 5 1^U6c

DITKINS V0 A. 5 [see Liusternikc, L0 A0 ]

o w DITKIN^ V. A. and KUZNETSOV^, P. I„ 9 Spravoehnlk po operat sionnomu

ischisienifu (Handbook on operational, calculus 0 Basic theory

and tables of formulae) s G. 9 1951s, 255 p° s 10 s 000 cop0 9 7r 30ko * DOBRDGURSKlJtg So 0 o s Schetno° resha£ushchie mekhanzimy (Calculating

machines) 9 G0

s

1950 s 231 p«

D0BR0V0Le SKII5 Vo Vo s Teoriia mekhanizmov (Theory of mechanisms) $

Mo S 19U6 o

¥ D0BR0V0L8 SKlJ, V0 Vo and ARTOBOIEVSKII* I„ I 0 9 Struktura i klagsifikatsiia mekhanizmov (Structure and classification of

mechanisms ) s Izdo AN SSSR^ 1939

* DUBN0Vs IAo So S Osnovy vektornogo ischisleniia (Foundations of

vector analysis) ^ G. s 1950 3 Part I c Vector algebra0 Elements

of vector analysis^ Uth revised edition^ 368 pc

9

IO3OOO cop 0

9

lOr [3rd edition# 1939 s 212 p0 ]0

EFIMOV a N 0 Vo 3 a Vysshafa geometrifa (Higher geometry) 9 2nd

edition3 G . 9 19h9 s 502 p. 3 15^000 cop .

3

13r ?5k s [1st edition3

19U5* U8? p0 ]. * EFIMOV^, No Vo 3 b 88 Kachestvennye voprosy teorii deformatsix poverkhnostex 8 v malom9 88 (Qualitative questions in the theory

of deformations of surfaces 18 in the small88 ) s Trudy mat P insto

Steklova q vole 30 $ 19U9 S 128 p„ 9 2000 eop„ 9 6r 50k„

17

EFREMOVIG V„ A 0 5 [see Aleksandrov,, P„ S 0 ]o

EFROS^, Ao Hoc, [see Danilevski^s Ao M0 ]

0

EGOROV^ Do F0

9

a Integrirovanie differentsial0 nykh uravnenil

(Integration of differential equations) s M0 s Izd0 univ0

9

1933, ‘168 Po

EGOROV^ Do Fej b Variat sionnoe ischislenie (Calculus of

variations) 0 E&EL5 NAET s Mo I Q s Schetnye tabitsy oo ° (Calculation tables for

dividing any number by 3-figure divisors oe>o ), Tashkent § NIKHI, 1930 5 193 Po

EIKHENVALD®

T

a A. A. s Teoretieheskaia fizika a part 2 (General

mechanics ) s M. 9 1932 ^ part 3 (Mechanics of rigid bodies) 9

M., 193Uo

o ^ o # EL5 SGOL8 TS 5 Lo Eo $ Obyknovennye different sial 8 nye uravneniia

(Ordinary differential equations) s G„ s 1930 c, 219 p®, 6000 cop,

w ERUG'HL ho P» }

* s Privodimye sistemy89 (Reducible systems) s Trudy

mat e ins

t

0 Stnklova , vol,e 13, 1916 e w FABRIKANT S IA. s Aerodinamika (Aerodynamics) s G0 $ 1919®

FADDEEV^ Do K„ and SOMDJSKII^, Ie So s Sbornik zadaeh po vysshel

algebre (Collection of problems on higher algebra) s 2nd edition^,

Go $ 19l9, 379 p° 5 8r 85 k, [reviewed in Uspekhi mat, nauk 3

(3 )

s

207].

FADDEEV g Do Ko s [see Delone 5 Bo No]a

4:- FADDEEVAj, V. N. s Vychislitel” nye metody lineinoi algebry (Numerical methods of linear algebra) s G . s 1930 9 2l0 p. ? 3000 cop 0 * FADDEEVA^ V. N. and GAVURIN^ M. L, Tablitsy funktsii BesseliA

I^(x) tselykh nomerov ot 0 k 120 (Table of Bessel functions

I^x) of orders 0 to 120) 9 GOJ) 1936, 139 p® , 1000 cop0 s 21r0

18

FIKHTENGOL5 TS5 G« M» 9 Matematiche sk.il analiz I (Mathematical

analysis l)^ L. g Izd. univ» , 1939 a 352 p0

FIKHTENGOI/TS^ G. M„ and NATANSON^ I. P0

§

Krivolineinye i kratnye

integrally (Curvilinear and multiple integrals) $ L. - M. s 0NTI 3

1937 s 295 p.

FIIDNENK0 5 ko S, s and BASHKOVs E0 Fs s Tablitsy s he stiznachrykh

natural 6 nykh velichin trigonemetricheskikh funktsii dlfa

sehetnykh rnashin (Table of 6-figure natural trigonometric

functions for calculating machines) s M0 - L0 s Goskartogeodezi£a5 1932 s 196 p9

FIIONENKO-BORQDIGH^, M« M» s Teorifa uprugosti (Theory of elasticity) 9

Go 5 19U7 o

FINIKOV^ So P 0 s a Proektivno-differentsial8 nafa geometrifa

(Projective differential geometry) s M» - Lc s ONTIj, 1937 s 263 p»

FINIKOVs So P. 9 b Izgibanie na glavnom i svfazannye _s nim

geometriche skie zadachi (Bending in the large? and related

geometrical problems) 9 M. ~ L0 9 ONTIo, 1937 9 176 p<>

FINIKOVo, S. P„j c Differentsial1 nafa geometrifa. (Differential,

geometry) s M. § Uchpedgiz^ 19b9$ HI p® s 6000 cop, s 3r 65ko s

[1939 edition5 236 p. ]»

# FIMIKOV^ So Po s d Metod vneshnikh form Karl ana v different sial 8 -

noi geometrii (Method of the exterior forms of Cart an in differential geometry) s Go s 19U8<, U32 p» 5 5000 cop*

FINIK0V 5 So Po c, e Teorifa. kongruentsif (Theory of two-parameter

families of lines) s Go s 1950 s 528 p« s 3000 cop., 25 r 25

k

a

(ME 12 c, 7UU]»

FOKj, Vo A. s [see Kotel5 nikov5

A. 0 P.].

19

FRENKEL8 $ IA„ I« s a Elektrodinamika (Electrodynamics) 9 0NTI 5

volo 1c, 193hg it28 p„|

vol„ 2 s 193^ 5

, 555 P° ^ 7000 cope each 0 w FRENKEL8 s IAe I„ 5 b Ruts teoreticheskoi mekhaniki na osnove

vektornogo i tenzornogo analiza (Course of theoretical

mechanics on the basis of vector and tensor analysis) 9 9 I9UO 0 w FRENKEL8 s IA. I 0 s c Kinetiche skaia teorifa zhidkostei (Kinetic

theory of fluids) ^ Me =» L0 s Izd„ AN 3SSR«, 19h$ $ h2h p° 9 3000 cop„

FRIDMAN 5 Ao Ao 9 Opyt gidromekhaniki szhimaemoi zhidko sti (Experiments on the hydromechanics of compressible fluids) 9 M0

9

193bs [edited and annotated by Kochin,, Izvekov* Kibel! ]

0 w FU.KS 5 Bo Ao s a Teoriia anal.lt' iche skikh funktsii nmogikh

kompleksnykh peremennykh (Theory of analytic functions of several complex variables) 9 G* s 19U8 5

I4.72 po 5 18

r

0

FUKS g Bo A. 9 b Neevlcidova geometriia v teorii konformnykh i

psevdo-konformnykh otobrazhenii (Non=euclidean geometry in the

theory of conformal and pseudo•=> conformal mappings ) 9 G„ 9 19519

1U8 p. 3 1+000 cop 0 9 5r 20ko [editors Kagan]

FUKS 5 Bo A. and SHABAT^ Be V„ s Funktsii kompleksnogo peremennogo

i nekotorye ikh prilozhenifa (Functions of a complex variable

and some of their applications) 9 G* s 19h9

$

383 p0

9

10 s 000 cop e

9

15r 65k0

GALERKLN 5 Bo Go 9 Uprugie tonkie plity (Elastically thin plates) 9

1933

20

* GAWTMAKHERj F„ R, and. KREHm £ Me G, 9 0 st sill.iat- sionnye matritsy i

rnalye kolebanifa mekhaniche skikh sistem (Oscillation matrices

and small vibrations of mechanical systems ) 3 G. s 19Ul 2 220 p, 9 [2nd edition^ 1950 9 359 p ° $ l6r f?0kj reviewed in Uspekhi mat ,

nauk 9 6 (5) 9 208],

GAUSS,, F, s Tablitsy dlfa vychisleniia prfamougol 8 rykh koordinat

(Tables for calculating rectangular coordinates) 9th edition,,

Voenizdat^ 19^7 ^ 10? p, $ Jr.

GAVRA,, D. L, 9 Osnovy nomografii (Foundations of nomography) 9 L. $

Kubuch 9 193k s 162 p,

•K- GAVRIID¥3 Mo Ao s Teorifa releano-kontakt-nykh skhem (Theory of

relay-contact circuits) 9 M, s Izd, AN SSSRs 1950 s 303 p,

GAVURIN^ Mo K, 3 [see Faddeeva5 V, N, ],

w GEL8 FAED S I, M» s lektsii po lineinoi algebre (Lectures on linear

algebra) s 2nd edition^, G, s 195>l s ^52 p«» s 10 5 000 cop, 5 lOr 30k 5

[19U8 editions 20k p, s 10 ? 000 cop, $ 9^ 5Okj reviewed in

UspekM mat- , nauk U (l) 3 218],

w GEL5 FAMDp I, M, and NAIMARKS M, A, 9

88 Unitamye predst avlenifa

klassicheskikh grupp^!S (Unitary representation of classical

groups ) s Trudy mat , inst , Steklova ,, vol, 36 3 1950,, 288 p, s

2000 cop, 5 l6r,

GEL8 FOND^ A, 0 OJ Ischislenie konechnykh raznostei (Calculus of

finite differences) 9 M, - L, § OEFI^ 1936 5 17 6 p , s [issued

as part 1],

GERDIOMUS, IA, L, $ a 0 primenenii metodov Chebysheva k zadache

uravnoveshivanifa mekhanizmov (On the application of Chebyshev'

s

methods to the problem of the stability of mechanisms ) s G, s 1958

,

II4.8 p, s 5000 cop, 9 £r

o

21

w GERQNIMUSg IA® L, s b Teoriia ortogonalnykh mnogochlenov (Theory

of orthogonal polynomials) 9 G® s 1950 c, 16U p. 9 3000 ccp® a [reviewed in Uspekhi mat o nauk 6 (2 ) s 203]

w GERSEVAN0V5 N0 M« 9 Iteratsionnoe ischislenie i ego prilozheniia

(Iterative calculation aid its application) 9 M» 9 Mashstroitzdat $

19.50 3 69 p» s 2000 cop e s GIUNTERg N0 Mo s a Qsnovy matematicheskoi fiziki ( Foundations

of mathematical physics) p part ls (Integral equations) $ Le

s

Kubuchc, 193

1

5 176 Po

GIUNTERg No Mo 9 b Integrirovanie different sial 9 nykh uravnenii

pervogo poriadka v chastnykh proizvodnykh (Integration of

partial, differential equations of first order) 9 G. 9 193k 3 359 p°

GIUNTER5 No M. 9 c Kurs variat sionnogo ischisleniia (Course in

variational calculus) 9 G„ 8 19Ulo

GLAGOLEV5 No A. j a Proektivnafa geometrifa. ( Projective geometry) 9

Mo - Lo 5 QNTIo, 1936^, 292 p0

GLAGOLEV®, No Ac 9 h Kurs nomografii (Course in nomography) Go 9

19k3 9 151 Po

GLAZMAN®, l 8 Mo 5, [see Akhiezerj, N 0 I„]<>

GLIVENKO 9 Vo log a Integral StHc t

8 esa (Stieltjes integrals ) 9

ONT'Ig 1936 a

GLIVENKO $ Vo log b Teoriia verofatnostei (Theory of probability) $

Meg UchpedgiZg 1937 3 136 p0

GLIVENKO ^ V. leg c Kurs teorii verofatnosti (Course in the

theory of probability) 9 M. - L. 9 GONTI®, 1939?, 220 p0

GNEDENKO 9 B. V. 9 Kurs teorii verofatnostei (Course in theory of

probability) 9 G. 9 1950 <, 387 15 s 000 cop„

22

w GNEDENKO , B0 VQ and KHINCHIN, A« IA» , Elementamoe wedenie y

t eori.ru veroiatnostex (Elementary introduction to the theory

of probability), G0 , 1950 , lJUlt p 0 , [1956 edition, 128 pc ,

2£ <,000

t ccp0 jo

w GNEDENKO, B„ Vo and KOLMOGOROV, A. No , Predel11 nye raspredelenifa

dlfa summ nezavisimykh sluchainykh velichin (Limit distributions for sums of independent random variables), G. , 19h9

$

26U p 0 , 3000 cop<>, 13r I5k0 , [ bibliography% pu 260-265.,

MR. 12, 839]o

o GOKHMAN, E0 KH0 , Vvedenie v tenzomoe ischislenie (Introduction

to tensor calculus) , Kharkov”Kiev, GNTI, 1935 $ 130 p0

GOLUBEV, Vo Vo , a Teorifa kryla aeroplana v plo skoparallel

'

8 nom

potoke (Theory of aeroplane wings in plan©“parallel flight)

,

Go<, 1938 e w GOLUBEV, Vo Vo , b Lsktsii po anal itiche skof teorii differentsial9 nykh

uravnenii (Lectures on the analytic theory of differential equations) , Go s 1950* I4.36 p D , 10,000 copQ , 12r 20ko , [also 19kls 398 p n ]o

w GOLUBEV, Vo Vo and LEIBENZON, L„ S* , editors, Mekhanika v SSSR

za 19 let 1917-1932 (Mechanics in the USSR in the 15 years

1917-1932), Mo, 1932

o

GOLUBEV, V. V., [see Vlasov, V, Z.]. * GOLUSHKEVICH, S. S., Ploskafa zadacha teorii predel8 nogo ravnovesifa

sypuchei sredy (Plane problems in the theory of limiting equilibrium of sandy media), L„ , QGIZ, 1958, 158 p0 * GOLUZIN, Go Mo , a

,8 0tsenki dlfa analitieheskikh funktsii s

ograniohennym srednim modulem5 ' (Estimates for analytic functions

with bounded mean modulus), Trud^y mat o insto Steklova, vol0 18,

195.6 o

23

w GOLUZIN^ Go Mo § b "Nekctorye voprosy teorii ©dnolistnykh

funktsii!^' (Some questions in the theory of one- sheeted functions) s Trudy mat 9 inst o Steklova , vol* 27 5 19h9s> 1$00 copos,

7r„

GO LUZIN,, Go Mo and mary others s Konformnoe. otobrazhenie odno=

svfaznykh i mnogosviaznykh oblastex (Conformal mapping of

simply and multiply connected domains) s Mc - L„ s 0NTI5 1937 5

127 p0 s [translation by Professor W0 Seidel being typed for

multilith at the National, Bureau of Standards,, Los Angeles] „ w GONCHAROV*, Vo L,

s a Teorifa interpolirovanifa i priblizheniia

funktsii (Theory of interpolating and approximating functions ) 9

Go S 193h s 316 p0

GONCHAROV*, V0 L0 s b Teorifa. verofatnc ste-i (Theory of probability) 9

Mo =» Loc, Gos0 izd0 oboronnoi prorrio

s 1939 s Ul9 p®

GORBUNOV-POSADOV^, Mo 1 0 $ Plity na uprugom poluprost-ranstve

(Plates in an elastic half- space) § G0 s 19Ulo

GRAD5HTE1N 5 Io So 5 Prfadma fa i obratnaia teoremy (Direct and

converse theorems) § revised edition^, Go s 195»Q § 80 pD s 10^000

cop, 9 Ir 7 Ok3 [first edition*, 1936 ^ 76 po]«

GRAVE^, D„ A 0 $ a Teoretieheskafa mekhanika na osnove tekhiki

(Theoretical mechanics at the foundatiions of technology) 9

Mo ^ 1932c

GRAVE,, Do A. ^ b Traktat po algebraiche skomu analizu (Treatise

on algebraic analysis ) $ Kievs Izd. AN Ukr. SSSR*,

volo lg 1938 5 196 p.§

volo 2 s 1939 c, ii-11 po

2h

w GRINBERGS G. A. s Izbrannye voprosy matemat icheskox teorii elektrieheskikh i magnitnykh iavienil (Selected questions on the

theory of electrical and magnetic phenomena) 9 Izd*. AN SSSR^

1950? 5 728 p05 2500 cop® g U8r 50ko

GR0SBERG 5 fu0 I„, [see Levin^ VD I.]„

GUREVICH,, G0 B a s Osnoyy teorii al.gebraicheskikh invariantov

(Foundations of the theory of algebraic invariants) s Go s

J4.O 8 p„ 5

15r

w GUTENMAKHER5 Lo Io s Elektriche skoe modelirovanie ( elektronint

grator) s (Electrical modelling (electronic integrator)

)

5

Mo - Lo S Izd„ AN SSSR5 19k3$ 126 pu

lAKOVKIN^ Mo Vo 9 Tablitsy umnozheniia dvukhznachnykh chisel na

trekhznachnye i mnogoznachnye chisla (Multiplication tables

for two-digit numbers by three-digit and many digit numbers )9

M. 9 Gosstatizdat^ 1950j, 60 p. 9 1000 cop, 9 2r l;5k=> w IAKOVLEV^ K. P.

g Matematicheskafa obrabotka rezul 6 tatov izmerenii

(Mathematical treatment of the results of measuring) § Go 9 1950 <

388 p. s 10 <,000 copo<j 13r 50ko

IANCHEVSKIIo, So Ao s Funktsii kompleksnogo perernennogo (Functions

of a complex variable) s 2nd edition^ L„ «= M« s 0NTI 5 1937 9

196 p 0

IASTREMSKII5 Bo S 95 [see Bo£arskix5 Ao IA0 ]

0

IDEL8 S0N„ N9 I, » Teoriia potentsiala s k teorii

Zemli i geofizike (Potential theory with applications

to the theory of ZemlXa? figures and to geophysics ) 9 L= s 1936.

w IDEX SONj, No Mo s Sposob naimen8 shikh kvadratov (Method of least

squares) 9 3rd edition,, Mo s Geodezizdat s 19U7^ 359 p»
.

.
25

w IL8 iuSHIN5 A0 A„ s Plastichnost 11 (Plasticity) s part 1 (Elastoplastic deformations ) 9 G » $ I9U8.

IIJDINg Ve A. 9 Kinetostatlka ploskikh mekhanizmov (Kineto- statics

of plane mechanisms) 9 M. 5 1939

w IVANOV,, Ko P.

s Tablitsy dlfa vyehislenifa rmogochlenoir (Tables

for calculating polynomials ) 9 G. 9 19h9 s 208 p . s 5000 cop . s 7r 50ke

w KACHANOV^ L. M0

a Mekhanika plasticheskikh sred (Mechanics of

plastic media) s G0

X9U8 0 w KACHANOV^ Lo Mo 9 h Nekotorye voprosy t-eorii polzuchesti (Some

questions in the theory of creep) s G« s 19k9°

KAGAN,, Vo .Fo 9 a Geometricheskie idei Rimana i ikh sovremennoe

razvitie (Riemann 8 s geometrical ideas and their contemporary

development) s Go s 1933

$

p°

w KAGAN9 Vo Fo , b 0 preobrazovanii mnogogrannikov (On the transformation of polyhedra) 5 2nd edition,, G0

1933 9 36 p.

w KAGAN9 Vo Fo 9 e Osnovy teorii poverkhnostei 000 (Foundations

of the theory of surfaces) s G . 9 part 1 § 19kl 9 512 p. 3 5000 copo 9

28r| part 2 9 19U8 a U08 p. 5 5000 cop. 5 25r. s [tensor pre^-

sentation].

-x- KAGAN 5 V. Fo g d Qsnovanifa geometrii (Foundations of geometry) 9 part I, Go S 1^1*9, U92 p.g 10,000 cop. , 17 r 50k. , [MR. 12, 731$

reviewed, in Uspekhi mat Q nauk 5 (U) 5 188] „

KAGAN , Vo Fo 5 [see Shirokov, P„ A.] 0 w KANTOROVICH, L, V,, a 0 predelennye integrally i rfady Fur ' e

(Definite integrals and Fourier series) , Le , Izd„ univ. ,

19U0 5 2U6 pD

26

w KANTOROVICH,, L. VQ 9 b Teoriia verofatno stex (Theory of probability) 5 Lo s 19b6 s 160 pOJ [reviewed in Uspekhi mate nauk

6 (U), 232]

KANT0RQVJC.H5 L. V9 5 c (editor) 98 Sbornik rabot po priblizhennomu

analizu Leningradskogo otdelenifa instituta3

f

’ (Report of work

on approximate analysis of the institute® s Leningrad section) s Trudy mat 0 inst 0 Steklova s vol. 28 s 19h9 s 183 p« 5 2500 cop.

4:- KANTOROVICHs L. V. and KRILOVs V. T 0 s Fribliz hennye melody vysshego

analiza (Approximation methods in higher analysis) ^ 3rd edition,,

G. 9 1950^ 697 p. s 3000 cop. 9 20r. 9 [2nd edition,, 19hl 9 618 p.

1st edition^ M. *=* L„ 9 0NTI5 1936 9 528 p. 9 under titles Metody

priblizhennogo reshenifa uravnenii v chastnykh proizvodnykh

(Methods for approximate solution of partial differential

equations)

0

* KANTOROVICH,, Le V„s VULIKH. B0 Z, and PEJSKER, A. G. , FunktsicnaPnyi

analiz v poluuporiadochennykh prostranstvakh (Functional analysis

in partially ordered spaces) 9 G. a 1950. $h£> pc 9 3000 cop. s 26r

80kos [bibliography? p« 5U2~5U8 j«

KANTOROVICH, L. V. 5 [see Smirnov s V. I.].

KELDYSH ,, L. Vc 9

,c Struktura B~mnozhestvJ8 (Structure of 3- sets) 5 Trudy mat . inst a Steklova 9 vol. 17 s 19h$ $ 73 Po 9 7r.

KHACHATRIAN, T„ T., Polpgie t silindriche skie obolochkl (Slanted

cylindrical shells ) 9 Erevans AH Arm. SS.R, 19U9°

KHAIKIN, S. E. s [see Andronov^ A. A.],

w KHALIL0V, Z. I. , a Osnovy funktsional9 nogo analiza (Foundations

of functional analysis) s Baku, Azerbaidzh. gos. in-t im0

So Mo Kirova, 19U9 5 170 p 0 9 2000 cop» 9 l5r.

27

w KHALIIDV, Zo I., b Linelnye uravneniia v lineinykh normj rnvannykn

pro st-ranstvakh (Linear equations in normed linear spaces) s Baku,

Akadc nauk Azerbaij ang 19h9s 271 p. s $00 cop. $ I2r«

w KHARADZE, A. K a 9 Teoremy © srednem znachenii y primenenii k

polinomam (Theorems on mean value with application to polynomials) s TbiliSo uniVo 5 Stalin, 11*0 p. s 1$00 cop. s $r0 w KHARKEVICH, A. A. 9

I! eust anovAvsdietsfa volnovye lavlenifa (Non=

steady wave phenomena) s G 0 , 1950 9 202 p.

w KHEIFETS, IA„ M0 9 Tablitsy normirovannykh prisoedinennykh

polinomov Legendre"

(Tables of normalized associated Legendre

polynomials) s M. •=• L. , Izd. gidrometeorol 3 1950, 16 p. , 500 cop.

KHINCHIE, A. I

. 9 a Velikaia teorema Ferma (Fermat 5 s great

theorem).., M. ~ L. s 0NTI, 1932, 52 p.

KHINCHINc, Ao IA. , b Q snovnye z-akony teorii verofatnosier (Basic

laws in the theory of probability),, G. , 1932 , 82 p.

KHINCHIN, Ao IA. $ e Asim.pt ot iche skie z-akony teorii verofatnostei

(Asymptotic laws in the theory of probability) , M, - L. . 0NTI,

1936. 196 p. [* The German edition is well known.]

w KHINCHIN, A. jlA®

s d Predel8 nye zakony diia summ nezavisimykh

I sluehairykh veliehin (Limit laws for sums of independent random

variables), M. - L. , OUTI, 1938. 115 Po 9 [vol. 5 of Matematika

v monografifakh]

KHINCHIN, A. I

. 9 e Matematiche skie osnovanifa statisticheskoi

mekhaniki (Mathematical foundation of statistical mechanics) 9

Go 9 19U3. [* This has been translated into English by Gamov0 ] w KHINCHIN, A. IA. 9 f Vosem8 lektsii po matematiche skomu analizu

(Eight lectures on mathematical analysis) 9 2nd edition, G. 9

19U6 3 230 p. 9 20,000 cop., $t 50k.

28

KKING KIN,, Ao IAc § g Tri zhemehuzhiny teorii chisel (Three

pearls of number theory) s G. s 19bl s 72p« ? 2500 cop 05 lr 50k. s [translated by Graylock Press,, 1952] » w KHINCHIN^, A. IA. s h TSepnye drobi (Continued fractions) s 2nd

edition^ G. s 19k9 s 116 p0

[reviewed in Uspekhi mate nauk 5

(5)

208 | 1st edition9 1935 9 10U p0 ] 0 # KHINCHIN^, Ao IAo $ i

® ? 0b analiticheskom apparate fizicheskoi

statistiki/' (On the analytic apparatus of physical statistics) s Trudy mat® inst. Steklovaa vol0 33$ 19$0 S 2000 eop<, 5 55 P°

KHINCHIN,, Ao IAo 5 [see Aleksandrov,, P„ So and Gnedenko ^ B0 V.].

KHDTIMSKII, Vo I„ s [see Boiarskii^ Ao IA0 ]

0

KHRENOVs Lo SD s Pfat i-znachnye t ablitsy trigonometriche skikh

iiuA^-ii °°° (^-figure tables of trigonometric functions) 9 2nd edition,, G. s 19h9$ 10U p . s 20^000 cop . s 5r UOko

w KHRISTIAN0VICE$ S„ A. $ Prikladnafa gazovala dinamika (Applied gas

dynamics) s M„? 5 19U8 5lLs-3 P°

KHRIST IANOVICII^ S, Ac 9 MIKHLIN^ S. G. and DEVISOR B. V.

,

Nekotorye novye vopyosy mekhaniki sploshnoi sredy (Some new

questions on the mechanics of dense media) s Izd. AN SSSR5

1938 o w KHUA=I0-KEN 5

89 Additi\ma_fa teori:Q prostykh chisel58 (Additive

theory of prime numbers) s Trudy mat o inert 0 Steklova 9 vol. 22.

KIBEL® 5 I, A.j [ see Kochin.s N„ E„ ]

e

KITAIGORODSKlIc, A. I. 3 Rentgeno strukturny.^ analiz (X-ray structural analysis) s G. s 1950 $ 650 p 0 s

I4OOO cop. 3 18r U0ko w KOCHIN^, No E0? a Sobranie sochinenii (Collected works) s M„

19U9 s volo 1 (Dynamic meteorology) 3UU p»| vol. 2 (Hydro- and

aerodynamics) 1+20 p0

29

KOCHTNs N0 E0 s b Vektornoe ischislenie i nachala tenzoraogo

ischislenie (Vector calculus and beginning tensor analysis) s 7th edition,, M0 s 1951c, U26 p„

w KOCHINj, No , E 0 9 KIBEL” 9 ID A0 9 and ROZEs No V* 9 Teoreticheskaia

gidrodinamika (Theoretical hydrodynamics ) 9 volD 1 3 M0I9I4I3

vole 2 9 Go s 19li8 ^ 612 p0 9 7000 cop 0 s [also 19Ul]o

K0GAN5 F. Me s [see Vetchinin^, V, Pc ]

.

KOLMOGOROV^ A. No 9 [see Aleksandrovs Pc S. and Gnedenko 9 B 0 V0 ]c

KOLOSOV^, G. Vo s Primenenie kcmpleksnoi peremennoi k teorii uprugosti (Application of complex variables to the theoiy of elasticity) s 0NTI 5 1935 c, 22k pa 5000 cop0 * KONTOROVIGHc, I., ischislenie i nestatsionarnye

xavleniia 1r elekrtricheskikh tsepfakh (Operational calculus

and non- stationary phenomena in electric circuits) s Ga s 19h9 s

215 pa s 8000 copc S 95ko 5 [ bibliography's p0 215 ]«>

KOSHLIAKOVc, and otherss Vvedenie y

teoriiu. mjalykh. kolebanii

(Introduction to the theory of small vibrations ) 5 M0

1937°

KOTEL8 NIKOVc, A. P0 s and F0K3 V0 A. 9 Nekotorye primeneniia idej

Lobachevskogo v mekhanike i fizike (Some applications of

Lobachevsky8 s ideas in mechanics and physics) 5 G« 9 1950^ 88 p 0

1*000 cop » s 3r 25k . 9 [bibliography? p» 87”88] 0

KOVALEVSKAIAs S. V. s Nauchuye raboty (Scientific works) s Izd„ AN

SSSR5 19)483 368 p0 3 5000 eop0

KOZHEVNIKOV 5 So N„ 9 Teorifa mekhanizmov i mashin (Theory of

mechanisms and machines) 9 Gosudarstvennoe Nauchno-Tekhniko

Izdo Mashinostroit s 1,9U9 5 UU-8 p„

9

30

KRAVCHUK, Mo F0 , 0 reshenii integral 8 nykh i differentsial 3 nykh

uravnenii metodom momentov (On the solution of integral, and

differential equations by the method, of moments) , volc I,

Kiev, 1932c

tj w KREIN, Mo Go and NAIMARK, Mo Ao , Metod simmetric he skikh i ermi-°

tovykh form v teorii otdeleniJa kornei algebraiche skikh

uravnenii (Method of symmetric and hermitian forms in the

theory of separating roots of algebraic, equations) , Kharkov,

GNTI, 1936, hi Po

KREIN, Mo Go , [see Akhiezer, Ne I 0 and Gantmakher, F. R„ ]

0

-x- KRYLOV, Ao No 3 a Lektsii o priblizhermykh vychisleniiakh

(.Lectures on approximate calculations) , 3th edition, G. , 1950,

bOO p0 3 15 o,GOO copog 15r Ipko

•¥r KRYLOV^ Ao No 3 b 0 nekotorykh different sialc nykh uravneniiakh

matemat iche sko¥ fiziki 0 0(On some differential equations of

mathematical physics, having application to technical questions) 3 5th edition. Go, 1950, 368 p» , 10,000 cop 0 , [3rd

edition, Izdo AN SSSR, 1933 s U?2 p6 ]

9 w KRY.IDV, Ao No 3 e Sobranie trudov (Collected works), voi 0 3,

part 1, k99 P°<, 3000 cop*, vol„ 3 part 2, I4.8I p 0 ,

3000 cop„ , 33^° [These are on mathematics0 ] w KRYLOV, No Mo , Priblizhennoe reshenie osnovnykh problem matematieheskoif fiziki (Approximate solution of basic problems of

mathematical physics), Kiev, Tekhizdat, 1931°

KRYLOV, No Mo and BOGOLIIJBOV, N„ N„ , a Priloshenie metodov

nelineYnof mekhaniki k teorii st atsionarnykh kolebanii (Application of methods of non-linear mechanics to the theory of

stationary vibration) , Kiev, Izd0 AN Ukr0 SSR, 193U°

31

KRYLOVa N. M„ and BOGOLIUBOV 9 N„ N. , b Vvedenie v nelinexnuiu

rn.ekhan.ikra (introduction to non-linear mechanics ) 9 Kiev5 Izdo

AN Ukr. SSRs 1937 s [* translated into English by Lefschetz] 0

KRYLOV^ V. I« s [see Kantorovich^, L. V„ and Smirnov9 V0 I 0 j 0 w KRYZHANOVSKIIc, D e A. , Elementy teoril neravenstv (Elements of

the theory of inequalities) 9 Mo = L0ONTI s 1936

$

112 p„

KUDREVICHc, Be I0 g Teo.ri.xa i praktika giroskopicheskogo kompasa

(Theory and practice of the gyroscopic compass) 9 vol0 1 to

vol. Lo s 1922 to 191*6®

w KUPRADZE^, Vo Do s a Qsnovnye zadachi matemat-icheskoi teorix

diffraktsix (Fundamental problems of the mathematical theory

of diffraction) s 0W19 1933 s Hlp° s 3000 cop^ [being translated NBS., LA

¥ KUPRADZE,, Vo Do s b Granichnye zadachi teorix kolebanix i

integralnye uravnenixa (Boundary problems of the theory of

vibrations and integral equations) s Ga

1930 280 pc

1*000

cop,*, 12r 60k„ 9 [reviewed in Uspekhi mat e nauk 6 (3) 5 206

0 w KUROSH^ Ao G. 9 a Teorixa. grupp 9 (Theo.ry of groups) 9 G. 9 19UU?

372 p0 9 3000 cop*, 9 18r0

-x- KURQSHe, Ao Go s b Kurs vysshex algebry (Course of higher algebra) 9 2nd editions Go 9 1930 s 333 p» c, 23 <>000 cop* s lOr 90k0 9 [1st

edition*, 19h6 s 3 lit p Qs 9300 cop0 9 lOr 50k] a

KURDSH^, A„ G0 (editor) c Algebraieheskix referafivnyx sbomik

za 19kl-19h6 gg o (Collected abstracts in algebra, 19l*.l“19U6

)

5

191*8,, 168 p0 <, 13r 23k0 * KUB0SHa Ac Go 9 MARKUSHEVICH^ Ao I* and RASHEVSKII*, P„ Ka , editors^

Matematika y

SSSR za tridtsat" let 19.1.7-193.7 (Mathematics in

the USSR in the 30 years °°°)

s G„ s 19U8 3 IQlil* po 9 6000 cop 0i)

3Ur. s [ very extensive bibliographies j in U0 C„Lc.Ao library] 0

32

KUTILIl'Jj, Do I. s Teoriia konechnykh deformat sii (Theory of finite

deformations ) 9 M„ 9 19U?o

KUZ'MIN^, B. S . 9 Osnovy teorii oshibok (Foundations of the theory

of errors) s M. - L. s Voenizdat^ 19hG s 116 p . 9 hr0 w KUZ^MIN^ R0 0 o s

J8 K teorii beskonechnykh sistem linelnykh uravnenii”

(On the theory of infinite systems of linear equations) s Trudy

fizo^mat e inst „ Steklova fi vol, 2 S part 2 S 1931o

KUZNETSOV^ Po Io s [see Ditkin, V0 A0 ]„

u LANDAUs Lo Do and LIPSHITS s E0 s a Mekhanika sploshnykh sred ao °

(Mechanics of continuous media0 Hydrodynamics and theory of

elasticity ) s M9

1

& LANDAUs Lo and. LIFSHITS^ E0 s b Teoriia polia (Theory of fields) 9 2nd edition,, Go s 19^8 ^ 2>6h pD s 1$ s000 cop., s Ur0 s [-^translated

into English,, 195

5 under title Classical theory of fields]

„

-x- LANDAU5 L. and LIFSHITS^ E 0 9 c Statistieheskaia flzika 000

(Statistical physics^ classical and quantum) 5 G. 9 195 h79 p » 9

10 o,000 cop. s 13r 75k.

w LANDAU9 Lo Do and PIAT1G0RSKII,, L„ s Mekhanika (Mechanics) 9

TAc

s I9UO0

w LAPPO=DANILEVSKII s I„ A0 s Teoriia funkts.li ot matrits i system

lineinykh differentsial8 nykh uravnenii (Theory of matrix functions and systems of linear differential equations ) s G. 5 193U«

w LATYSHEVA^ K„ IAe s Elementy priblizhermykh vychislenii (Elements

of approximate analysis) s Kiev,, Univ* institut im0 T 0 G. Shevchenko 3 19h9$ 82 p 0

500 cop0

10rs

[ Ukrainian]

„

w LAVRENT ! EV? Mc A„ s Konfomnye otobrazheniia s prllozheniiami k

nekotorym voprosam mekhaniki (Conformal mapping with applications

to some problems of mechanics) § G„ s 19U6 5 159 p <> s 8000 cop. 9 6r.

33

LAVRENT'EV, Mo A., and LIUSTERNIK, L„ A., a O snovy variatsionnogo

ischislenifa (Foundation of variational calculus) , M0 = Lc , ONTI, 1935 5 part 1, 1U8 p0 , part 2, I4.OO pc w LAVRENT 11 EVi, M. A, and LIUSTERNIK, Lo A. , b Kurs variatsionnogo

ischislenifa (Course in variational calculus) , 2nd revised

edition, Go , 1950, 296 p„, 10,000 cop0 , 7r 95kc , [MR 13 5 50:;

1st edition, Mo - L„ , GONTI, 1938 § 192 p0 ]

0

LEBEDEV, No No o, Tsmperaturnye naprfazheniia v teorii

(Temperature tensions in the theory of elasticity) , La , 19^7°

LEBEDEV, Po No , Xzbrannye sochineniia (Selected works = Mathematics, mechanics, physics, astronomy) , 19h9 s 2lt2 pD

LEBINSON, Lo E„ , Tekhnicheskaia mekhanika. (Technical mechanics) s parts 1 and. 2 § 7th edition, Mo , 19Ul°

oj) 0 o LEIBENZON, Lo S., a Elementy maternal ic he sko 1 teorii plastichnosti (Elements of the mathematical theory of plasticity)

,

Go, 19U3o

w LEIBENZON, Lo S. , b Variat sionnye metody re sheniia zadach

teorii uprugosti (Variational methods for solution of problems

of elasticity), G., 19h3 s 28? p«

LEIBENZON, Lo So , e Kurs teorii uprugosti (Course in the theory

of elasticity), 2nd edition, G„ , 19b7

LEIBENZON, L0 S., [see Golubev, V, V0 ]

0

LEKHNITSKII, So Go, a Ustoichinost 8

(Stability of anisotropic plates). Mo, 19U3°

MITSKII, So Go, b Anizotropqye plastinki (Anisotropic plates).

Go 9 19U7«

3k

w LEKHNITSKII, S. G., c Teorixa uprugosti anizotropnogo tela

(Theory of the elasticity of anisotropic bodies) , Go , 1950,

2 99 p°

w LENSKII, V, S„, Uprugost 8 i plastichno st 8 (Elasticity and, plasticity) , Go , 1950, 102 p0 w LEVIN, V0 I. and GROSBERG, IU« !<, , Different s ial 8 nye uravnenifa

matematicheskoi fiziki (Differential equations of mathematical

physics) , Go, 1951, 575 5000 cop., 20r 50k, [MR 13, bZ\.

w LEVINSON, IA, I,, Aerodinamika bolshikh skoroster (High-speed

aerodynamics), M. , Gos. izcbvo obor0 promyshl, , 1950, 352 p,

w LEVITAN, Be M, , Razlozhenie po sobstvennym funktsiiam differentsial8 nykh uravnenil vtorogo porfadka (Expansions in eigenfunctions of differential equations of second order) , G.

,

1930, 159 p., 3000 copo , 5r 30ko w LEVK0VICH, V. L. , Reshenie ehislennykh algebraiche skikh i

transtsendentnykh uravnenil (Solution of numerical algebraic

and transcendental equations), Minsk, Izdo AN Belorus 0 SSR,

1951, 100 p0 , 1000 cop,

,

LIAPUNOV, Ao Mo ,

a. Qbshchafa zadacha ob ustoiehivosti dvizheniia

(General problem of the stability of motion), G, , 1950, 5-71 p.,

3000 cope

, 15r U5k° [* There is a French version, Princeton,

195-7 and reputedly an 1892 Russian version, Kharkov,

w LIAPUNOV, A, Mo , b Raboty po teorii potent siala (Works on the

theory of potential), G„ , 19U9, 180 p, , 5000 cop,, 7*” 75k,

[contains bibliographical, sketch by V, A, Steklov],

* LIAPUNOV, A, Mo, c Izbrannye trudy (Selected works), Izd, AN

SSSR, 1958, 550 p,, 3000 cop.

35

LIFSKITS^ E® 9 [see Landau^, L„]®

w LIUSTEKMIK^ L® A® 9 a Vypuklye tela. (Convex bodies) s 2nd edition^

Go 9 19Ul5 136 p 0 w LIUSTEHNIK^ L0 A0 9 b

!8 Topologi£a funktsional5 nyk.h prostranstv i

'"'t variatsionnoe ischislenie v tselora" (Topology of function

spaces and. variational calculus in the large) 9 Trudy mat 0 inst ,,

Steklova 9 volc 19 s 19k7

* LIUSTEKNIK5 Lh Ao c (editor) 9

*

8 Sbomik rabot otdela priblizhennykh

vychislenii matematicheskogo instituta M SSSRs w (Collection of

works of the section on approximate computation of the mathematics institute of the Academy of Sciences USSR)®, Trudy mate

inst ® Steklova , vol0 20 9 19U7*

-51- LIUSTEEMIK5 L. A. 9 AKUSHSKII^ I. IA. and DITKINP V. A. 9 Tablitsy

besselevykh funktsii (Tables of Bessel functions) 9 G. 9 19k9 3

U30 p„ 5 10^000 cop® 9 l$r 70ko

LIUSTEHNIK2 L0 Ao and SHNIEEL* MAUS La Go s Topologicheskie metody

v variatlsionnykh zadachakh (Topological methods in variational

problems) «, M» ® Izd® univ® 9 1930 s 68 p®

LIUSTEMIK5 L0 A c s [see Lavrent 8 ev s M» A®]®

IOBACHEVSKII®, N® I 0 s Poinoe sobranie soehinenii pod ob shehex

redaktsiei Vc F® Kagan fl A„ P® Eotel 8 nikova 9 Vo V® Stepanovas

No Go Chebotareva- 3 P® A, Shirokova (Complete collected works

under the general editorship of Kagans hotel8 nikov5 Stepanov,,

Chebotarev5 Shirokov) s G® 9 w vol® 19 19h& s 415 p®

w vole 2 S ±9h9 s 603 p. 9 5000 cop®

2Ur 85k;

w vol. 3 5, 1951 (geometry) 535 P» s 5000 cop® 9 23r 20k;

4;- vol® hs 19U8 (algebra.) I4.7I p. s 5000 cop®

36

3DITSIANSKIIa L. G. 9 a Aerodinsmika pogranichnogo sloia ( Aerodynamics of the boundary layer) 5 G. a I9I4.I 0 w IDITSIANSKII., Lo G„ a b Mekhanika zhidko sti i gaza (Mechanics

of liquids' and gases) 9 G» s 1950 s 676 p D

IOITSIANSKIIa L» G« and LUR8 E5 Ac Ia s Kurs te oret iche sko1

mekhaniki (Course in theoretical mechanics) 5 part 1 (Statics?) |

-x- part 2 (Dynamics) ipfch edition^ G0 9 19^8 s 580 pe s 25 a 00G cop a w 3DPSHITS 9 Ac M0 a Shablony dlfa gamonleheskogo analiza i sinteza

(Templates for harmonic analysis and synthesis),, G« «, 19U8 a 3000 cop D 3 y?T0 w LUR8 E a A. Ic , a Statika t onkostennykh uprugikh obolochek

(Statics of thin elastic shells) s G e

19U7§ 252 p„

w LUR5 Ea Ac Ic s b Operat sionnoe ischislenie»( Operational calculus

and its applications to problems of mechanics) 9 G. a 1950 5 U31 p°

LUR8 Ea Ac Ic s (see Loits£anskii5 L„ G. ]

0

LUZINa Ko N. s a Sovremennoe sostofanie teorii funktsii

deistvitel8 nogo peremennogo (Contemporary state of the theory

of functions of a real variable) s Go s 1933 3 58 p®

LUZINa No Wo 9 b 0 nekotorykh novykh rezul1’ tatakh de skriptivno1

teorii funktsii (On certain new results in the descriptive

theory of functions) 9 Mo - L»

s Izdo AN SSSR5 1935 9 86 p 0 * LUZIN,, N« No 5 c Teoriia funktsii d.eistvitel8 nogo peremennogo

(Theory of functions of a real variable) sM<, 9 Uchpedgiz, 19U8 a

318 p. s 25 <,000 copQ

[also 19U0 a 301 po ]

0

MALININ9 Nc Nc 9 Osnovy raschetov na. polzuchest 8 (Bases of calcula^

tions on creep) 3 Mashgiz a I9U80
'
37

MALKIN^ I„ G . 9 a Nekotorye vopro sy teorii usto ichivo s

j

dvizhenifa v srnysle Liapunova (Some questions in the theory

of the stability of motion in the sense of Liapunov) 3 Kazan' s Tatgosizdat^ 1937°

w MALKIN., lo Go s b Metody Liapunova i Puankare v teorii nelineinykh kolebanii (Methods of Liapunov and Poincare on the

theory of non-linear oscillations) s Go ^ 19l9«, 2ll p. s 3000

cop0 «, 8r 30k^ [ bibliograpnyg p„ 2bh]°

w MAL”TSEV5 Ao Lj Osnovy lineinol algebry (Foundations of linear

algebra) s G. s 1918 9 123 p<> 5 8000 eop„ s IJr 50k s [reviewed in

Uspekhi mat a nauk 9 1 (l) s 218].

w MARKOV., A, A . 9 a Ischislenie veroiatnostei (Calculus of probabilities), 1th edition^ M. 3 Gosc izd. 3 19213 588 p„

w MARKOV^ A. A. 9 b "Osnovy algebraicheskoi teorii kos I! (Founds

tions of the algebraic theory of braids ) $ Trudy mat , inst .

Steklova, vola 16 9 1915® * MARKOV 5 Ao Ac 3 c Izbrannye trudy po teorii nepreryvnykh drobei 0 0 0

(Selected works on the theory of continued fractions 000

) s

G0

19l8 5 111 p, s 5000 cop®

45- MARKUSHEVIGH^ A0 I. s Teorifa analitiche skikh. funktsiu (Theory of

analytic functions) s Go s 1950 s ?C3 p® s 29ra [1911 edition.,

511 p . 3 titles Elementy teorii analitiche skikh funktsii]

MARKUSHEVIC H5 A0 I . $ [see Aleksandrov9 P. S. and Kurosh^ A. G. ].

MEIMAN5 No No 5 [see Chebotarev,, N. G. ].

w MELENT s EV5 P0 V. s Neskol' ko novykh metodov i priemov pribliz hennykh

vychislenii (Some new methods and tricks of approximate calculation) s L. - M. s 0NTIs 1937 s ^18 p D

38

* MENTt SH0V5 D0 Eo 9 ”0 sk'hodimosti po mere trigonometricheskikh

riadovs w (On the convergence in measure of trigonometric series) s Trudy mat a inst „ Steklova 9 vol„ 32 s 1950 9 99 p° s Ur 20k «,

2000 cop0 w tffiRGELIAN^ So Io 5

,8 Nekotorye voprosy konstruktivnox teorii

funktsix 5

88 (Some questions in the constructive theory of functions ) s Trudy mat 8 jmst . Steklova s vol0 37 § 195 l s 92 p = 9 Ur 50k„

w MESHCHERSKII^, I„ V. s Raboty po mekhanike tel peremennox massy

(Works on the mechanics of bodies of variable mass),, G0 s 19U9$

275 Po

w MIKEIABZES SH0 E„ s a Chislennye metody integrirovanixa different sial 8 nykh uravnenix s chastnymi proxxvodnymi (Numerical

methods for integration of partial differential equations)

Mo = L0 s lzd0 AN SSSRs 1936 s 108 p» * MIKELADZE^ SR, E0 s b Novye metody integrirovanixa different sial 3 -

nykh uravnenix 000 (New methods of integrating differential

equations and their application to problems of elasticity) „

Go 9 195

a 291 p® 5 U000 cop0 9 Hr 50ko

MIKHLINg S 0 G. 9 a Qsnovnye uravnenixa matematieheskox teorii

plastichnosti (Basic equations of the mathematical theory of

plasticity) 9 L„ 9 Izd„ AN. SSSRs 193Uo

MIKHUN, S. G. 9 b Ploskaxa z adacha teorii uprugosti (Plane

problems of the theory of elasticity) s M„ 9 1935®

MIKHLIN 5 S. G , s c Ploskaxa deformatsixa v anizotropnox srede

(Plane deformation in an anisotropic medium) s Mo s 1936.,

39

w MIKHLINS S„ G« s d Integral 3 nye uravneniia i ikh pri 1 .ozhenifa k

nekotorym problemam °°° (Integral equations and their applica=

tions to some, problems of mechanics*, mathematical physics*, and

technology)*, 2nd edition,, Go*, 19k9 $ 10 *,000 cop0 s 380 p0 s 2$t

50k5 [ME 12 9 712* 1st edition*, 19kl s 30k p^ under titles

Fl^ilozheniia integral3 nye uravneniia]

„ w MIKHLIN,, So Go s e Priamye metody v matematiche skoi fizike (Direct

methods in mathematical physics) s G. *, X95>Q s

*’+28 p. 9 $000 eopOJ 15r 95

MIKHLIN5 S„ G. s [see Khristianovich^ S„ A*]o

MINAK0V 5 a. P„, [see Bukhgol'ts*, No N„ (S)] 0

MIN0RSKIIs V* P„ and URANOVSKII*, V. P* 9 Vektomafa algebra (Vector

algebra.) *, 2nd edition*, G*, 5 19513 80 p* 9 i.3 5 000 cop* s Ir U0ko

MITR0P0L3 SKII^ A* K. *, Teoriia momentov (Theory of moments) 5 Lc s

1933 o

MIUPTTS*, Go Mo s Integral 3 nye uravneniia (integral equations)*,

part 1*, Go s 193ks 320 p„

MOISEEV^ N*, Do c. a. Rsshenie lineinykh d.ifferentsial 3 nykh uravnenii

s postoiannym koeffitsientom prl pomoshchi preobrazovanii

Laplasa i Darbu (Solution of linear.’' differential equations with

constant coefficients by use of Laplace and Darboux transforma^

tions) s vol„ Us, M0 s Trudy znamennoi ordena Lenina voenno~

vozdyshn0 akad K0 A0 im0 Zhykovskogo *, vyp0 l$ks lithographed*,

19U6*, 126 p 0 w MOISEEV^ 17. Do s b Ocherki razvitifi. teorii ustoichivosti

(Outline of the development of the theory of stability) . Go

„

19U9c 663 Po

MOISEEV, N. D. j, [see Vlasov, V. Z.].

bo

w MJSKHELISHVILIj, N. I. s a Nekatorye osnovnye zadachi matematiTM

cheskoi teorii upragosti (Some fundamental problems in the

mathematical theory of elasticity) 9 Izd, AN SSSR9 19k9 s 635 P°

[earlier editions s 1935, 1933 1 ME 115 626] „

MUSKHELTSHVTLI 5 No I., b Singularnye integral1 nye uravnenifa

(Singular integral, equations) 9 G0 s 19h6 s U98 p„ s 9000 cop 0 s

2Ur $0k$ [most of book translated by J 0 R0 M, Eadok and ¥c Gc

Woolnough5 Melbourne Department of Supply and Development s Aeronautical Research laboratory3 Australia^ 19h9 s UoU Poj

UCLA, library has translation]

NAIMARK^, M, A. s [see Gelc faid5 I e M0 and Kreln^ M0 Go ]

0 w NATANSON^ I. P0 s a Konstrukt ivnaia teoriia funktsii (ConstrueTM

tive theory of functions) s G . s 19U9, 688 p» 9 9000 cop0

23r

60'k 3 [ bibliography% p0 679”686] 0 * NATANSON 9 I„ Po g b Teoriia funktsii ve she he stvennoi perememof

(Theory of functions of a real variable) ^ G. 9 1950 3 399 p« s 10 s 000 cop0 s l6r U0k5 [19Ul edition^, 29U po]<>

NATANSON^ I« Po [see Fikhtengol® ts s G0 Mo ]

« w NEIMAN^ I0 SHo 9 Krutil1 nye kolebanifa mnogomassovoi nelineinoi

sistemy (Torsional vibration of non-linear systems with many

masses) $ Oborongiz^, 19kl ° w NEISHULEEg Lc IA» s a Tablitsy priblizhenrykh vyehislenii

(Tables for approximate calculation) s 2nd edition^, M„ = !*><,

1939, 139 Po

NEISHUIER^ L. IA„ 9 b Tablitsy dlia vychisleniia dirnktsionnykh

for calculating direction angles at, ® arctg( Ay/Ax) and distances

w NEISBJLER^, L0 IA„ s c Tablltsy psrevoda prfamougol8 nykh dekartovyk

koordinat v polfarnye (Tables for transforming rectangular

cartesian coordinates into polar) 9 G. 3 1950®, 292 pc

5000 cop® s 33r 7iko. [reviewed in I^TAG 6 S 18 ]®

NEKRASOV^ A. I. 9 a Kurs teoreticheskoi mekhaniki (Course in

theoretical mechanics) 9 G® 9

volo 1 (Statics?) ±9U$°S

vol® 2 (Dynamics) 19k6®

w NEKRASOV^ A® I® s b Teorifa kryla v ne st atsionarnom pctoke (Theory

of wings in non= stationary flow) s M® 5 19k7»

w NEICHINOV,, V® S 0 s Polinorny Chebysheva i matematicheskafa statist ika

(Chebyshev polynomials and mathematical statistics) s M® s Sel 8 khozgizg X9k6 3 339 P® 5 3000 cop® s 13r®

NEMTSKII^ V® V., 5 SLUDSKAXA^ M. I® and CHERKASOV* A® N® * Kurs

matematiche skogo analiza (Course in mathematical analysis)

Go 9 X9kk s

vol® X* 360 p.|

vol. 2 S kOk p® * NEMITSKII* V. V® and STEPANOV* V. V. * Kache stvermafa teorifa

differentsial8 nykh uravnenif (Qualitative theory of differential

equations) 9 2nd edition* G. s 2$h9$ 550 p® * 10*000 cop® * 23r 50k®

NESTOROVICH* N® M® * Geometricheskie postroenifa v ploskosti

Iobache skogo (Plane geometrical constructions of Lobachevsky)

G® * 1951«, 30k p*.* 5000 cop®* 12r 30k* [ bibliography g p® 300=

30k9 63 entries]

NIKOLAI® E® L® * Teoreticheskalk mekhanika. (Theoretical mechanics)

parts 1 and 2 * 1938* part. 3* 1939

1+2

* NIKOL® SKII5 So Mo s ""Priblizhenie periodieheskikh funktsii trigonometriche skimi mnogochlenami®8 (Approximation of periodic

functions by trigonometric polynomials ) s Trudy mat e insto

Stek.lovaq vol® 19h$«

NORDEN,, Ao Toe, a Differentsial8 naia geometrifa (Differential

geometry) 5 M0 s UchpedgiZc, 19k8 § 216 p 0|) 6r 25 k®

w N0RDEN 5 A. P. 5 b Prostranst-va. affinnoi svfaznosti (Spaces of

affine connectivity) $ G. s 1950 $ 3000 cop® $ 1+63 p° s 17 r 85 k c,

[ bibliography% p® k53~k63] 0

MOVOZHIIDVc, V. Vo § Osnovy nelineinof teoril uprugosti (Foundations

of the non=-linear theory of elasticity) 9 19k8 s 211 pQ s [trans=

lated 1952 by Graylock Press] 0

OKUNEVg Lo IAo e> a Osnovy sovremennox algebzy (Foundations of

contemporary algebra) 3 M» s Uchpedgiz 19kls 202 p*

# 0KUNEV5 L© IAo 3 b Vysshaia algebra (Higher algebra) s kth edition,,

G0|) 191+9^ 432 p0 3 25 1,000 cop» 5 [also 191+k edition,, 292 p«] 8

0KUNEV®, Lo IAo s c Problema re sol8 vent Ghebotareva (The problem

of the resolvent of Chebotarev) s Uspekhi sovetsker nauki series^

19k9 5 5U Po 9 19 S 000 copoj, [ ’^popular'" | MR. 12 s 79k] ®

0PP0K0V®, G® V.

a Chislennoe integrirovanie differentsial8 nykh

uravnenii (Numerical integration of differential equations ) s G. 9 1932

2?6 p0 w OPPOKOV^ G. V. s b Chislennye analiz (Numerical analysis) 5 M. » L,

Oborongiz®, 1939 a 176 p® 9 [applied to artillery engineering]®

w OSIPOV5 Vo So 9 Tablitsy cilia reshenifa kubicheskikh uravnenii

(Tables for the solution of cubic equations) s 1937 s 19 P°

h3

OSTROGRADSKII, M0 V® , Sobranie sochinerM (Collected papers) , volo 1,

part 2 (Analytic mechanics), Izd. AN SSSR, X9I46 , 287 p® 25

r

D

OSTROUKHOV, L. 1. , [see Bukhman, E 0 N®]®

PANOV , Do IU®, SpraYochn:ik p_o chislennomu resheniiu differentsial* °

nykh uravnenir v chastnykh proizvodnykh (Manual, on the numerical

solution of partial differential equations), G® , 19k9

«

[ Izd® AN

SSSR, 1938, 129 p*3 2nd edition, 19li3, 12? p®]®

PAPKOVICH, P® F0 , a Teoriia uprugosti (Theory of elasticity),

L® , Qborongiz, 193 9°

PAPKOVICH, P. Fc , b Stroitel” nafA mekhanika korablfa (Structural

mechanics of ships), M® , Morskoi transport, 19U5®

PENTKOVSKII, M® V., Nomografiia (Nomography) , G. , 19h9 s 280 p®

,

[MR 13, 78 ]c

PERELMAN, IA» I® , a Z animateP nafa aritmetika (Entertaining arithmetic), 6th edition, L. , Molodaxa gvardiia, 1935 s, 17

h

p®,

[mathematical recreations]®

w PERELMAN, IA® I® , b ZanimateP nafa geom.etri.ia (Entertaining

geometry), 7th edition, G®, 1950, 295 p° s [mathematical

recreations]

®

w PETROVSKII, I® Go , a Lelcbsii po teorii obyknovennykh differentsial^

nykh uravneni^ (Lectures on the theory of ordinary differential

equations), 3^d edition, G. , 19h9 5 208 p® , 15,000 cop®, la* 30k,

[2nd edition, 19U6, Ili-U p®]®

-x- PETROVSKII, I® G. , b Lektsii ob uravneniiakh s chastnymi proizvodrymi (Lectures on partial differential equations), G® , 1950,

303 p®, 15 5 000 cop® , ?r 95 k®

hk

w PETROVSKII* I 0 Go s c Lekbsii po teoril integralnykh uravnenii

(Lectures on the theory of integral equations) * 2nd edition*

G„ * 19$

1

9 127 p.

3

10*000 cop. * Ur 50k* [1st edition* 19U8 ]

0

PLATIGORSKII* L. 3 [see Landau* L„ D.]„

PINSKER* A. G. ^

[ see Kantorovich* L. V. ]

0

FODGORODETSKII* I. A. * [see Bukhman* E. N3 ]

0 w POGORELOV* A. V.* a ’“Odnoznachnaia opredelennost 8 vypuklykh poverkhnosbei ,' 3 (Unique determinedness of convex surfaces)* Trudy mat 0

inst o Steklova 9 vol„ 29* 19b9 s 99 V° § $rs> [I® 32* U37]»

PO LIAKHOV* No No* [see Veiehinkin* Va Po ]

0

P0NTRIAG1N* L. S„ * a Nepreryvnye gruppy (Continuous groups)

M. - L. 5 ONTI* 1938 * 315 P®

3

[* translated by Emma Lehmer under

titles Topological groups 9 1939]

«

PONTRLAGIN* Lo So * b Osnovy kombinatornou topologii (Foundations

of combinatorial topology)* G„ * ±9h7%lh2 pc * $rs [translated

1952 by Graylock Press] „ w POPOV* Ac A0 * Novyi metod integrirovanifa s pomoshch8 La ortogonal 8 nykh fokosov (New method of integration by use of orthogonal foci)* Go* 19U7 * 83 Po

w POPOV* E0 P. * Nelineiye zadaclii statiki tqnkikh sterzhnei (Nonlinear problems of the statics of thin rods)* Go* 19U8* 170 p 0 * [MR 13* 90]

o

POPOV* Mo* Khidro- i aerodinamika (Hydro- and aerodynamics)*

Nauka i izkustvo* Sofia,,

U \J) POVAID-SHVEIKOVSKII* No T e * Staticheskie metody v teoril.

turbulentnosti (Static methods in the theory of turbulence)*

Mo * 1938«

b$

PRIVAIDV S I® 1. 9 a Rxady Fur 8 e (Fourier series) 3rd edition.

Go 9 ±93hsI6!i. p®

w PRIVA10V®, I. I., b Integral 8 nye uravneniia (integral equations) 9 2nd edition,, M„ — L0 s 0NTI5 1,937 s 248 p®

w PRIVAIOV_, I, I 0 g c Subgarmoniche skie funktsii (Subharmcnic

functions) 9 ONTI®, 1937 5 199 p®

w PRIVAIOV®, I, I® g d Granichnye svciistva analitiche skikh funktsix

(Boundary properties of single-valued analytic functions) s 2nd

edition®, Me,, Izd® univ® 1950 s 338 p®®, 5000 cop® s llr 8$ks [1st edition^ 19Ul5 under titles Granichnye svoxstya odno°

znaehnykh analit iche skikh funlcbsix fl 2.56 p®]®

PRIVAIOV^, I® I® s e Vvedenie v teorifu. funktsii kompleksnogo

peremennogo (Introduction to the theory of functions of a

complex variable) s 7th edition^ G® s 19b$ 9 hOO p®

w PROTUSEVICH^ IA® A® 9 Variat sionnye metody v straitel 8 not mekhanike

(Variational methods in structural mechanics) s G® § 19U8®

w RAB0TN0V®, IU® N® § a edit or s Teorifa plastichnosti (Theory of

plasticity) Gosud® iz-d® inostrannoe iiteratuzy s 1948®

RAB0TN0V, IU® N. s b Soprotivlenie materialov (Resistance of

materials) s M® s Izd® univ® 3 1950®, 336 p® 5 [reviewed in

Prikladnaia maternalika i mekhanika^ i6 g 123 3 ®

w RAIK0V 5 D® k a g

,8 Garm.onieheskix analiz na kommutativnykh gruppalch

s meroi Kbaara i teorifa kharakfcerov88 (Harmonic analysis in

commutative groups with Haar measure and the theory of characters) s Trudy mat ® inst ® Steklovafl vol® 19U5°

RASHEVSKII^ P® K® $ a Vvedenie v rimanovy geometrixu i tenzornyi

analiz (introduction to Riemannian geometry and tensor analysis)®,

Mo - l®

5 omig 1936 9 199 p.

w RA.SHEVSKH, P„ K. $ b Geometric heskafa teoriia TJjxa.vnen.il £

chastnymi proizvodnymi (Geometric theory of partial differential equations) 9 G. s 19kl 9 35k p. «, 7000 cop. , l$i\

RASI±EVSKII«, P® K0 9 c Kurs different sial* non. geometrii (Course

of differential geometry) , 3rd edition,, G. $ 1950, k'28 p. s 10,000 cop. 5 12r 20k, [MR 13, 70| 2nd edition*, 1939 s 360 p0 ].

RASHEVSKII, P. K., [see Kurosh, A* G.].

w REMEZ, E. 1A. , Pro metodi nalkrashchogo v rozuminnl Chebyshova

nablizhenogo predst avlenifa funktsil (On methods for obtaining

the. best approximation, of functions 5 in the sense of Ghebyshev) s

Kiev, Math* Inst. Ukr. Acad. Sci. «, 1935 s ^59 p* « [ Ukrainian.

3

reviewed by Shohat s Bull. Amer. Math. Soc . Ijij. ,

II4,] •

ROMANOVSKII s V. 1. $ a Hat email ohe ska,i.a statistika (Mathematical

statistics) 9 M. 9 GONTI, 1938, 523 P»

w ROMANOVSIGlC, V. I. , b 0 verofatnostfakb. povtorfaemo sti tsiklov

Z

politsi^liche skikh tsepiakh (On probabilities of repeated

cycles in multi-eyeled chains) 9 Tashkent univ. s New Series,

no. 7 s book k§ 19h6 s 2000 cop., 5r.

ROMANOVSKII, V. I., c Differentsial* nye uravnenifa (Differential

equations) , Institut Ordzhonikidze. 19kl s 116 p. 5 1,5r,

[ lithographed]

.

w ROMANOVSKII, V. I. , d Primenenie matematicheskoi statistiki v

opytnom dele (Application of mathematical statistics to experimental data), G. , 19^7. 2k? P°

w ROMANOVSKII, V. I. , e Osnovye zadachi teoril oshibek (Basic

problems in the theory of errors) , G. s ±9k7

$

116 p.

hi

ROMANOVSKII3 Vo Io s f Diskretnye tsepi Markova (Discrete Markov

chains) s Go s 19h9 $ U36 p<, a 6000 cop0 s 17 r [ bibliography

s

p„ U3U-U36 ]-

ROZE3 No , Vo 3

[ see Koehin* Nn Ec ]

0

RUBIWIKj Mo Vo ^ Rukovodstvo k prakt- iche skii zamTatifam po

soprotivleniib materialov (Textbook on the practical uses of

the resistance of materials) s Mashgizdato s part 15 19h9 s 28

7

p|

part 2 $ 1950 9 26k p„

RUMER3 IUo Bo ^ Spinomyl analiz (Spinor analysis) s M0 » Lc g ONTI3

19363 lOk p 0 w RIZHIK^ lo M0 5 a Spetsial8 rye funktsii. (Special functionsD

Formulas and table 3)3 Mo - Lo s QNTI3 1936 s 160 p e w RIZHIK^ lo Mo 3 b Tablitsy integralov *, swam rfadov ± proizvedenii

(Table of integrals*, sums of series and products) s 2 nd edition*,

Go 3 I9U83 h00 pG5 [1st edition*, I9I4.3

RZHANITSYN3 A0 R0 s Nekotorye voprosy mekhaniki sistern (Some questions on mechanical systems) 3 Go s 19h9 $ 232 p«

w SAMOILOVA-lAKHONTOVA^ hi So s Tablit sy eliiptieheskikh integralov

(Tables of elliptic integrals) 9 M» •= L0 s OHTI*, 1933 9 107 p°

w SAVIN^ Go N. 5 Kontsentratsiia naprfazhenii okolo otverstef

(Concentration of tension about an opening) *, G. 9 193l5 U96 p<>

SEDOV 3 3 a Teorifa plqskikh dvizhenii ide al.no 1 zhidkosti

(Theory of the plane flows of an ideal fluid) s M. s 1939 = w SEDOV^ L. I,j b Ploskie zadachi gidrodinamiki i aerodinamiki

(Plane problems of hydrodynamics and aerodynamics) $ Go 3 19.30 s

kh3 Po

58

w SEDOVs Lo Ic s c Melody podobiia i razme.rnosti v mekhanike (The

methods of similarity and dimensionality in mechanics) s G0 s

1951c, [also 1955 under titles Metody teorii razmernostei i

teorii podobiia y

mekhanike] 0 * SEGALs B 0 I. and SEMENDIAEVs K„ A, s Piatiznachnye matematicheskie

tablitsy (5-figure mathematical tables) 5 Mo -= L0 s Izdo AM SSSR5

1950 c, 565 p0 s 6000 cop a s

I4Or0

SEMENDIAEV^ K 0 A 0 $ [see Bronshtein^ I c M0 and Segal 5 Bc I„] 0 w SEKEBRENNIKOVs

M<, G0 3 Garmoniche skli analia (Harmonic analysis) s

1958 5 505 p„<, 5000 cop* 9 25r 50ko

w SERGEEV^, N 0 S.

9 Issledovanie odnogo klassa transtsendentnykh

funktsii 9 opredelfaemykh obobshchennym uravneniem Rimana

(investigation of a class of transcendental functions satisfying a general Riemann equation) s L„ s AN 5 Mate inst e Steklova5

19U9, 156 p., 2000 eop 0 s 8r £0k, [MR 33, 21*].

SHABAT^, Bo Vo s [see Fuks*, Ba A0 ]„

w SHAGINIAN 5 Ao L„ s 0 polnote semeistv analitiche-skikh funktsii v

kompleksnoi. oblasti (On a complete family of analytic functions

in a complex region) s Erevan,, AH Armfano SSSRs 195-7 $ 61 p 0 § lOr

w SHANIN,, N„ A0

(On the product of topological spaces ) s Trudy mat e inst 6

Steklova5 vole 2h s 1958 s 112 p0 w SHILOV 5 G0 E0 s n 0 regul,£arnykh normirovannykh kol 8 tsakh-* (On

regular normed rings) s Trudy mat 0 inst 0 Stek.lova 9 vole 21s 195?

SHILOV^ P, F0 s Sposob naimen8 shikh kyadnatoy (Method of least

squares) s Mo 9 Geodezizdat ,, 1953 d 506 p 0

U9

SHIROKOV. P„ A„ 5 Tenzornyl analiz (Tensor analysis) , part 1,

Algebra t enzorov (algebra of tensors) 9 Go $ 193U.

SHIROKOV 9 Po A0 and KAGAN* VI Fc * Stroenie neevklidovoi gecmetrii

(Structure of nonTM euclidean geometry) 9 Go * 19.90 s 182 pD s U000

cop 0 s 6:r 50ko

SHMIDT s 0„ IUo 9 a Vysshafa algebra (Higher algebra) s G 0 * part 1 5 1933* U0 p „5 part 2* 193U* UO p„

SHMIDT * 0„ IU. 5 b Abstraktnaia teorifa grupp (Abstract theory

of groups ) s 2nd edition* G . s 1938* 180 p 0

SHNIREL8 MAN s Lo G. s Pro stye chisla (Prime numbers) * G0 * 19l|0* 59 p»

SHNIRELC MAN* L» Go * [see Liusternik* Lo Ao] 0 w SHPIL3 RAIN* IAo N. * Tablitsy spetsial 8 nykh funktsii (Tables of

special functions),. G, s part.. 1* 1933* 159 p«l part 2* 193h$

102 p.

SHTAERMAN, I 0 IAo * a Giperbolicheskie funktsii (hyperbolic

functions) * Me ~ L0 „ ONTI* 1935 * 55 P®

w SHTAERMAN* I. IA„ 5 b Kontaktnafa zadacha teorii uprugosti (Con»

tact problems in the theory of elasticity) * 19U9* 270 p„

SHUMIAGSKII* Bo M« s Tablitsy alia re-sheniia kubichkikh uravnenii

(Tables for the solution of cubic equations) * G. * 1950* Mo - Lo

136 p0 * 15 *000 cop 0 * 3r 90ko

SIK0RSKII* IUo S. * Obyknovennye differentsial 3 nye uravneniia s

prilozheniem ikh k nekotorym tekhniche skim a adacham (Ordinary

differential equations with applications to some technical

problems) * Go* 19k0 * 15U p»

50

w SKARB0R0, D„ (Scarborough) , Chislermye metody matematiche skogo

analiza (Numerical methods of mathematical analysis) , Mo = L0 ,

1934, [translation from English, but the appendices by D„ IU0

Panov are of interest],,

SHJDSKAIA, M0 Io , [see Nemytskii, V„ V<,] 0 w SLUTSKII, Ea Eo , Tablitsy dlfa. vyehisleniia nepolnol 1 "funktsii ^ ^ 2

i funktsii verofatnosti )(. (Tables for computing the incomplete

P function and the X

^ faction of probability) , M« => L» , Izde

AN SSSR, 1950 5 72 p0 , 3000 cop* , 9rs w SMIRNOV, Ao F, , Stat-icheskana i dinamicheskafa ustcfchivost 8

socruzhenii (Static and dynamical stability of structures) ,

Go, 19U7 ^ 30? Po

SMIRNOV, N . S . , Vvedenie v teoriiu nelinefnykh integral8 nykh

uravneniu (Introduction to the theory of non?- linear integral

equations), L. =• Me, 0NTI, 1936, 122 p0

* SMIRNOV, N* V„ ,

5, Predel8 nye zakony raspredelenifa dlia chlenov

variatsionnogo rfada" (Limit laws for the distribution of terms

of a variational, series), Trudy mat e, inst 0 Steklova ^ vol0 25,

19U9e * SMIRNOV, V0 Io , Kurs vysshex matematika (Course of higher mathematics), Go,

& yoIo 1, 11th edition, 1948, 468 p®, 1x0,000 eop0 j * vol* 2, 10th. edition, 1950, 623 p» , 10,000 cop0 , 20r|

* volo 3, part. 1, 5th edition, 195

l

s 340 pe , 10,000 cop8 , llr 30k|

volo 3, part 2, Uth edition, 1949, 672 p Q , 15,000 cop®, 20r 55k|

* vole 4, 1941, 620 p® , 5000 cope , 13r 50k|

-x- volo 5, 1947, 584 Po, 10,000 copo, 17 r 50ko

51

w SMIRNOV, V0 I„, KANTOROVICH Le V 0 and KRILOV, V. I., Variatsionnoe

ischislenie (Calculus of variations) , Kubuch, 1933 , 205 p.

SMIRNOV V0 S e s Poperehnaxa prokatka (Transverse flattering)

,

Mashgizdat, 1958 „

SMOGORZ NEVSKII, A« S a , Geometricheskie postroenifa v ploskosti

Lobac hevskogo (Geometrical constructions in the Lobachevsky

plane) , G„ , 1951$ 191 p« , 6000 cop„ , 6r 50ko & SOBOLEV, S„ L0 s a Uravneniia matematicheskof fiziki (Equations

of mathematical physics) , 2nd edition, G„ , 1950, 525 p 0 , 8000 cop« , 12r, [195? edition, khO p„ , 10,000 cop, , 12r 50kj

MR 13, 52],

w SOBOLEV, S. L.

, b Nekotorye primeneniia funktsional* nogo analiza

v matematicheskoi fizike (Some applications of functional

analysis in mathematical physics) , La , Institut A* A. Zhdanov,

1950, 256 p0 , 5000 cop*, l6r,

SOKOLOVSKII, Vo Vo, a Statika sypuehei sredy (Statics of earthymedia), Izdo AN SSSR, 1952, 20? p« , [Russian, with English

chapter summariesj MR. 6, 27 3

o * SOKOLOVSKII, Vo V 0 , b Teorifa. plastichnosti (Theory of plasticity),

2nd edition, G. , 1950, 396 p. , 5000 cop,, [1st edition, 1956,

306 p 0 ]o

SOMINSKII, I. So, [see Faddeev, D c K0 ]

0

SRETENSKII, L0 No , a Teorifa volnovykh dvizhenix zhidkosti

(Theory of the Wave motions of a fluid), ONTI, 1936*

w SRETENSKII, L» N. , b Teorifa nfatonovskogo potent siala (Theory

of the Newtonian potential), M„ , 1956

»

S'TAVROVSKII, Vo No , [see Bofarskii, A0 IA.]„

52

STEPANOV, Vo V. , Kups differentsial1 nykh uravnenii (Course of differential equations), 5th edition, G. , 1950 c, U67 p. , 15,000

cop „ s lUr UOk, [Ipbh edition, 19U$ s U06 p„]<,

STEPANOV, V, Vo 9 [see Neraytskii, V 0 V. ]

0

&- STfffiLKOV, Sc P® , Yvedenie y

teorifu kolebanix (introduction to

theory of vibrations) , G„ , 1950 , 3UU p ® 9 10,000 cop0

SULAKVELIDZE, Kc 9 Teoriia chisel (Theory of numbers) s Tbilisi,

Izdo uniVo s l$3ks 133 p°

SUSHKEVICHg Ac Kc 9 a Teoriia chisel (Theory of numbers) 9 KharkovKieVg, 12, do BNTVTJ, 1936 , 2k9 p®

SUSHKEVTCH, A0 K® 9 b Teoriia obobshchenrykh grupp (Theory of

generalized groups) 9 Kharkov-Kiev, GNTI, 1937 5 176 p.

SUSHKEVICH, A„ K0 9 © Osnovy vysshei algebry (Foundations of

higher algebra) s Ipbh edition, Go 9 19Ul, U60 p®

SUSIDV, G. Kc^, Teoreticheskafa mekhanika 9 (Theoretical mechanics) 9 3rd edition, G* 9 19U6, 65U p» 9 [edited by Bukhgol*ts] 0

TARASOV, N. P® 9 Kurs vysshei materaatiki (Course of higher mathematics) 9 for Engineers, 5th edition., G. 9 19kl , 271 p. 9 6r 50k,

[ stereotyped] „

w TE0D0RCHIK, K„ F« , Avtokolebatel1 nye sistemy (Self- exciting systems).

Me, 19U7

®

TIMAKQV, A* E® , [see Veselovskii, Ia Ne ]® * TIMOFEEV, As F® , Integrirovanie funktsii (Integration of functions),

G., 19U8, U32 pe , 10,00'0 cope

TIMOSHENKO, So P. , Teoriia uprugosti (Theory of elasticity), Go,

193U, [* in English also]®

53

# TOLSTOV, Go Po s a

t8 0 krivolinexnom i povtcrnom integrale88 (On

curvilinear and repeated integrals) s Trudy mat „ ins

t

e Steklova 9

Vo 35 , 1950 , 103 P„, 2000 COPe

W TOISTOV,,G. Po, b Rxady Fur8 e (Fourier series ) 9 G„ s 1951 0 396 p„

6000 cop0 , 13r 80ko w UFLIAND, IA 0 S 05 Bipolrarnye koordinaty v teorii uprugosti (Bipolar coordinates in the theory of elasticity) s G„ s 1950 2 232 p

UMANSKIJ, A„ A., Spetstail nyx kurs stroitel8 noi mekhaniki (Special

course in structural mechanics ) s part 1, 1935^ 17 6 p.

UHIKOVSKII, V 0 A., Lektsii po teorii veroxatnosti (Lectures on

the theory of probability), L.

, Voen.=morsk 0 0 • ° A„ N. Krylovs 19bl s

[ steklographedj artillery errors].

URAHOVSKII, V. P0 , [see Minorskix, ¥ c P0 ] o

UHXSON, P0 S 0

s

[see Aleksandrovs Pc S c ] 0

VARSANOVICH, D. F. «, Nomografixa. (tomography) , Gismestrom, 1939 9

162 p 0

VEDRQV, V„ Dinamicheskaxa ustoxchivost 3 samoleta. (Dynamic

stability of aircraft) s Qborongiz $ 193

8

0 w VEKIJA, I 0 No, Novye rnetody reshenifa ellipticheskikh uravnenix

(Hew methods for solving elliptic equations) s G c , 1968 , 296 p , 9

5000 eop 0|> Him

w VEKUA, H.Po , Sistemy s ingulfarnykh integral8 nykh uravnenix 1

nekotorye granichnye zadachi (Systems of singular integral

equations and certain boundary-value problems ) s G. ^ 1950

3

252 p . 9 3000 cop., 9r 60k, [ bibliographys p. 250-25 2 j reviewed

in Uspekhi mat , nauk 6 (5 ) , 20? ]

=

VELIKANOV, Mo A. , Dinamika ruslovykh potokov (Dynamics of current

flows), Gidrometeoizdai , 1-966 0

5k

VESEL0VSKII3 I. N0 8 Dinamika (Dynamics) 9 M. s 19k1»

VESELOVSKli'g I. Nc and TIMAKOV^ A. E. 9 TekhnicheskaiS, mekhanika

(Technical mechanics) ^ M. s 1938 a w VETCHINKIN^ V„ P0 and KOGAN5 F. H0 s Novye formally chislennykh

kvadratur (New formulas for numerical quadrature) s G os 19k9 5 72 p 05 10 5 000 cop0 => Ir 7$ks [bibliography] 0

VETCHINKIN5 V 0 P0 s and P0L.IAKH0V5 N 0 Nos Teoriia i raschet

vozdushnogo grebnogo vinta. (Theory and calculation of aerial

propellers] 5 Obcrongiz § 19k0 o w VINOGRADOVs ,I Q MOJ) a "Novyx metod v analiticheskor teorii chisel"

(New methods in the analytic theory of numbers) s Trudy mat Q

ins

t

0 Steklovag vol„ 10 $ 1937

o

w VINOGRADOV§ I„ M0

9

b Osnoyy teorii chisel (Foundations of the

theory of numbers) s 5th edition^ G. s 19k9 g 180 159,000 cop„ 5 5r 8Qks [kth edition^, 19kk^ llf.2 p< ] 0 * VINOGRADOV s I. M. 9 c "Metod trigonometrieheskikh summ v teorii

chisel®9 (Method of trigonometric sums in the theory of numbers) s Trudy mat e inst 0 Steklovafl vol0 23 s 19k7o

VINOGRADOV 9 S a P0

§

Osnoyy teorii determinantoy (Basis of theory

of determinants) s kth edition,, M0 “Doc, QNTI*, 1935c, 103 p®

w VLASOV5 Vo Goj, Integral8 noe interpolirovanie i nekotorye ego

primenenifa (Integral interpolation and some of its applications) s Mo <= Lee, Voenmorizdatj, X9k6c, 263 V°s> 22r 50ko

VLASOV,, V 0 Z os a Tonkostennye uprugie sterzhni (Thin elastic

rods) s Mo 5 19k0o

55

w VLASOV, V. Z 0 , b Qbshchaxa teoriia obolochek i ee prilozheniia

v tekhike (General theory of shells and its applications in

engineering) , M„ , 19k9

$

7 8U p. , [this is really good and all

aircraft people should know about it •=— Professor Sokolnikoff] „

VLASOV, V. Z„, c Stroitel s na£a mekhanika. t onkostennykh prostranstvemykh sistem (Structural mechanics of delicate? spatial

systems) , Gcsstroiizdat , ±9h9<>

w VLASOV, V c Z 0 , GOLUBEV , V 0 V D and MOISEEV, N, D„ , editors

,

Mekhanika v SSSR za tridtsat1 let 191? -191

7

(Mechanics in USSR

In the 30 years 1917”1957 ) , G0 , 195Gy Ul6 p., U000 cop,, 21r

50k, [ in UCLA, library^ very extensive bibliographies] „

»x- V0LK0VYSKII, L„ I 0 ,

59 Issled.ovanie po probleme tipa odnosviaznoi

rimanovoi poverkhnosti85 (Investigation on the problem of type

of connected Riem.ann surfaces), Trudy mat , inst- . Steklova,

vol. 3h s 1950, 172 p., 2000 cop., 8r 50k.

VORONKOV, I. M. , Kurs teoreticheskoi mekhaniki (Course of theoretical

mechanics), 3rd edition, G., X9HU, hJ? p0

VORONKOV, E 0 Ma , [see Bukhgol'ts, N. N 0 ].

VIJLIKH, B. Z 0 , [see Kantorovich, Lc V 0 ] 0

if VXGODSKXI, M„ IA a , Differentsial3 nafa geometrifa (Differential

geometry), G0 , X9U9* 5H p<=, 172“ U0k o

ZEILIGER, Do No, Kompleksnafa lineichatafa geomet-rifa (Complex

ruled geometry), G0 , 193ks 196 p 0

ZELa D0VICH, £L B0 , a Teoriia goreniia i detonatsii gazov

(Theory of the compression and detonation of gases), I9UI4.0

w ZEL5 D0VICH, IAo B., b Teoriia udarnykh voln i vvedenie v gazodinamiku

(Theory of shock waves and introduction to aerodynamics), M.

,

Izd . AN SSSR, 19U6, 18)4 p»

56

w ZHUKOVSKII s No Ec 9 a Sobranie sochinenii (Collected works) 9 volo 1 (General mechanic s s mathematics and. astronomy) s I9L. 8 9 656 Po S [in UCLA library]

|

vol 0l 3 (Hydraulics,, applied mathematics)

5

vol. h (Aerodynamics )

5

vol, 5 (Theoretical mechanics* Hydrostatics and hydrodynamics.

Theory of attraction)

5

vol. 6 (Theoretical principles of aeronautics ) 9 19$0 9 623 p . s

[ in UCLA library] 0 w ZHUK0¥SKII5 No E c 9 b Tgoreticheskafa mekhanika (Theoretical

mechanics) s Gc „ 1950 5 811 p°

w ZHURAVSKIIc, A 0 U0 9 Spravoehnik po ell.iptiche-skim funktsiiam

(Handbook on elliptic functions) 9 M« - L0 9 Izda AN SSSR2 19Ul5

235 p 0

Supplementary List

w ANDREEV 9 P0 Pt, 9 Matemat icheskie tablitsy (Mathematical tables) 9

M. 9 Gosstatizdat 5 1951c, Hjl}. p. s 10^000 cop os, 3r 10ko

lAGLOM^ I. M0 and BOLTIMSKII^ V. G a * Vypuklye figury (Convex

figures) 9 G . 9 195

1

5 issue h g 3h3 p , 9 2$ § 000 cop . s 6r 60k.

w KHINCHIN^ A. IA. 9 j Matematieheskie osnovaniia kvantovoi

statist iki (Mathematical foundations of quantum statistics ) 9 G0 9 256 p.^, 5000 cop.j, lOr 2Qk0 w MISHKISc, Ac Do 9 Linefrye differentsial ° nye uravnenifa s zapaz~

dyvarushchim argument©m (Linear differential equations mi—i-CTiairoii»r-m ri-»-iFw— r in cm. uu.y rmirm=-sairrn-3»rra.-i .-0^^r~7PO with a retarded argument) 9 G0 s 195

1

5 255 P°c> U000 cop, s 8r 80ko w P0G0REL0¥s A 0 Vc

9

b laglbanie vypuklykb poverkhnostei (Bending of

convex surfaces) 9 G „ 9 195 183 Po 5 U000 cop 0 s 6r ?5k0

57

IIIo AUTHOR NAMES 9 ARRANGED BY SUBJECT

The following outline of subjects is borrowed from that of

Mathematical Reviews fl except that we have subdivided l) and 8 ) s and have added 12 ), Books have usually been placed in the outline

from an inspection of their titles. The + sign connects joint authors,

1) History

Chebyshev a, Kagan a, ds Kobe!5 nikovs Nestorovich.

a) Bibliography

Aleksandrov + Markushevich + Khinchins Anonymous

Golubev + Leibenzon, Kurosh c s Kurosh + Markushevich +

Rashevskii, Vlasov + Golubev + Moiseev.

b) Collected papers

Akademiia nauk SSSR^ Anonymous Chaplygin b s

No Go Chebotarev e s Chebyshev b5 Goluzin^ Kochin as Kovalevskaxa^ A, N, Krylov c s P, N. Lebedev, Liapunov e,

Lobaehevskii, 0strogradsk.ii, Zhukovskiu a,

2) Foundations

(None)

3) Algebra

Aleksandrov + Markushevich + Khinchin, N, G» Chebotarev c,

d, e, Dubnov, Faddeev + Sominskii5 Faddeeva^ Gantmakher +

Krein, Gel5 fand, Grave b?, Gurevich , Khinchin h5 Krein +

Nafmark, Kryzhanovskii, Kurosh e, Lappo-Danilevskii

,

Maltsev, Markov c, Minorskii + Uranovskii, Perelman a,

Shirokovs Sushkevich e, S. P, Vinogradov,

a) Abstract algebra

Chebotarev a, Kurosh b, Markov b, Okunev a, b, G, E. Shilov,

Shmidt a, Sushkevich c.

58

3) Algebra (cont.)

b) Theory of groups

P, S Aleksandrov as N« G. Chebotarev b 9 Gel 5 land +

, Naimarka Kurosh a. s Pontrfagin a5 Raikov^ Shmidt b 5 Sushkevich b 0

k) Number theory

Arno

X

5 ds Ghebyshev b 5 c s Chudakav5 Delone s Delone +

Faddeev5 Khinchin g 5 Khua-Lo-Ken^ Shnirel 5 mans Sulakvelidze^ Sushkevich a5

!<, M0 Vinogradov a5 b5 c„

5 ) Analysis

Akhiezer 4- Krern5 Chaplygin b 3 Chebyshev as b5 Gantmakher + Kreins Khinchin fs Kryzhanovskiis Mitropol” skii5 Nenytskii + Sludskaia,, Okunev c s Ee P0 Popov as

V„ I 0 Smirnov9 Tarasov0

a) Calculus

Fikhtengol 5 tSj, Fikhtengol5 ts + Natanson^ Glivenko a5 Kochin b5 Ryshik b<, Timofeev^ Tolstov a„

b) Theory of sets s theory of functions of a real variable

P. So Aleksandrov c s Aleksandrov + Kolmogorov9 Keldysh «,

Kharadze s Luzin as b s c s Mergel£an 5 Natanson a s b„

c) Theory of functions of complex variables

Chebotarev + MeSnan^ Fuks a5 b s Fuks + Shabat s Goluzin a 3 b,

XAnchevskiXg, Markushevich s Privalov ds e s Shaginian 5

Volkovyskiio

d) Theory of series

Bari (?),

59

5) Analysis (eont„)

e ) Fourier series and generalizations 9 integral transforms

Bari5 Danilevskii + Efros 5 Ditkin + Kuznetsovs Kantorovich a5 Kantorovich,, Lopshits^ Lur'e b s Men' shovs Moiseev a5 Nikol8 skii s Privalov a5 Raikovs Tolstov b 2 I. M0 Vinogradov c»

f) Polynomials,, polynomial approximations

Akhiezer b 5 S„ Bernshtein a5 c s Geronlmus b 5 Goncharov a5 Kharadze„ Kemchinov^ Remez, V. G. Vlasov0

g) Special functions

Akhiezer c s Faddeeva + Gavurin^ Kheifets 3 Lmsternik + Pitkin* Akushskii + *, Ryshik as SamoilovaTMlAkhontcva^,

Sergeev «, Shpils rain«, Shtaeman a3 Zhuravskii0

h) Harmonic functions s potential theory

N, lo Idel® son*, Landau + Lifshits b, Liapunov b 5 Privalov c 5

Serebrennikov*, Sretenskil b 0

i) Differential equations

* ^

Artem8 ev5 Chaplygin a*, Egorov a5 El! sgol5 ts s Erugin ?

5 Gaunter b^ Golubev b 5 Golusin + others,, Kantorovich +

Krylov3 Kravchuk*, A. N. Krylov b5 Kupradze a5 LappoDanilevskii^ Lavrent 5 ev9 Levin + Grosberg s Levitan^

Malkin a5 b 5 Mikeladze as b s Moiseev b5 Kyshkis (Supplementary list) $ Nemytskii + Stepanovs Oppokov a^, Panov,,

Petrovskii a*, b*, Rashevskii b 3 Romanovskii c* Silcorskii^

Sobolev a„ Stepanov,, Io H. Vekua.

j) Difference equations 9 special functional equations

Bezikovich as Gel” fond, Kyshkis (Supplementary list)-

Petrovskii b 0

60

$) Analysis (cent,)

k) Integral equations

Kantorovich + Krylov^ Kravchuk§ Kupradze b 2 Mikhlin d5 Mfuntts, Muskhelishvili b„ Petrovskii c s Privalov b 5

N. S s Smirnov,, Sobolev as N 0 P» Vekua,

l) Functional analysis

Akhiezer as Akhiezer + Glazman^ Banakh5 Kantorovich +

Vulikh + Pinsker5 Khalilov a9 hs R. 0 o Kuz 8 mins

G. E. Shilovs Sobolev b.

m) Calculus of variations

Bukreevs Egorov b 5 Gaunter c s Lavrent 9 ev + Lfusternik a5 b 5 Lfusternik b 5 Lfusternik + Shnirel8 man5 Smirnov + Kantorovich + Krylov^ Nc ¥ c Smirnov„

n) Theory of probability

S. No Bernshtein b5 Boev^, Bukhman + Podgorodetskii +

0stroukhovs A c S c Chebotarev5 Glivenko b ? c s Gnedenko5 Gnedenko + Khinchin^ Gnedenko + Kolmogorov^ Goncharov b,

Kantorovich b s Khinchin b 5 c s d5 e 5 Landau + Lifshits c s Markov a s Romanovskii b<, fs Slutskii 5 N. V. Smirnov5

Unikovskiif

°) Mathematical statistics

Bofarskif^ Bofarskix + Stavrovskii + Khotimskii + IAstremskii s

LAkovlev,, N 0 M0 Idel8 son5 B. S. Kuz’min,, Eemchinov^ Romanovskii as ds e s P 0 F 0 Shilova

P0 So Aleksandrov b, Aleksandrov + Efremovich 9 Aleksandrov +

Uryson5 Lfhsteruik b5 Lfusternik + Shnlrel'man^, Markov b5

Pontrfagin a2 bs ShaninQ

61

7) Geometry

Bogomolov c, Bubnov^ Efimov a5 Finikov b s Fuks b5 Glagolev a5

Gradshteiric, IAglom + Boltianskii (Supplementary list) 5 Kagan a5 ds Nestorovich^ Perelman bs Rashevskii b 3 Shirokov + Kagan3 Sraogorzhevskii, Volkovyskii.

a) Convex domains s extremal problems g integral geometry

Aa D 0 Aleksandrov a s b „ Kagan h s Liusternik. a5 Pogorelov as b (Supplementary list) 0

b) Algebraic geometry

Finikov e s Grave b? s Zeiiiger0

c) Differential geometry'

Bfdshgens b 5 Efimov b 3 Finikov as

c<> d5 Gokhman^ Kagan c 5 Kochin b 5 Norden as b 5 Pogorelov as Rashevskii aP

Burner^ Shirokov5 Vygods'kiru

8) Numerical, and graphical methods

Akhieaer b„ Bezikovich b<, Braginskii5 Chaplygin a5 Faddeeva5 GersevanoVj Goncharov Kantorovich c s Kantorovich + Krylov5 Kitaigorodskii^, A 0 Nc Krylov a£

No M0 Krylov,, Latysheva^, Levkovich^ Lmstemik c ?

Lopshit

s

5 Melenf 5 evs Qppokov a<, b, Panov,, Remez 9 Skarboros Vetchinkin 4- Kogan^, V 0 G„ Vlasov<,

a) Tabl.es

o Andreev (Supplementary list) s Chudov s Eide!” nant ,,

Faddeeva + Gavurin^ Filonenlco + Bashkov s Gauss $ IAkovnin5

Ivanovs Kheifets^ Khrenov* Liusternik + Akushskii + Ditkin,

Neishuler a* b* c, Osipovs Samoilova-IAkhontova B Segal +

Semendiaev$ Shpil'rain*, Shumfagskii^ Slutskii*

62

8)

Numerical and graphical methods (cent,)

b) Machines

Bruk,, Dobrogurskix^ Gavrilov3 Gutenmakher0

Gavin,,, Glagolev b s Pentkovskix5 Varsanovich.

9)

Relativity

(None)

10)

Mechanics

Akimovs Andronov + Khalkin^ Anonymous q 3 Artobolevskix^

S 0 A 0 Bernshtein b 5 Biushgens a5 Bukhgol’1 ts«, Bukhgol'ts +

Voronkov + Minakov5 Bulgakov a5 b 5 Chaplygin b 5 d5 Chebyshev as b 3 c^, Chetaevs Dimentberg 5 Dinnik as Dobrovol' skix5 Dobrovol8 skii + Artobolevskii^ Eikhenvald' t s Frenkel b5 Gantmakher + Krein^ Geronimus a5 Golubev +

Leibenzon^ Grave a5 N. I, Idel 8 son,, IUdins Kharkevich^

Koshliakov^ Kotels nikovs Kozhevnikovs Krylov +

Bogolxubov a# b 3 Kudrevich^ Kupradze be, Landau +

Platigorskins Lebinson5 Liapunov as Loitsianakii + Lur5 e s

Malkin. as bs Meshcherskix^ Mikhlin d5 Moiseev b s Nexmans Nekrasov a5 Nikolai^ Ostrogradskii^ Papkovich b s Protusevich^ Rzhanitsyn^ Sedov c# A0 F0 Smirnovs Strelkov9 Suslov*,

Teodorchik^ Umanskii5 Vedrov5 Veselovskii, Veselovskix +

TimakoVc, Umanskii5 V0 Z 0 Vlasov c 3 Vlasov + Golubev +

Moiseev,, Voronkov9 Zhukovskix a5 b 0

63

10 ) Mechanics (cont,,)

a) Hydrodynamics 9 aerodynamics acoustics

Arkhangel5 skii5 Belinskiis Blokhintsev b p Chaplygin b 5 Fabrikant s Frenkel c s Fridmans Golubev a, s Khristianovich^

Kochin a9 Koehin + Kibel 5 + Roze s Landau + Lifshits a5

Levinson,, Loitsfanskii a 5 b 3 Nekrasov b 5 M„ Popov3 PovaloShvexkovskii? Sedov a5 bj, Sretenskii a5 Velikanov«, Vetchinkin + Polfakhov^ Zelc dovieh b c

b) Elasticity 3 plasticity

Anan5 ev3 S. A. Bernshtein as Bezhukov3 Dinnik b5 c 3 d3 Filonenkc-Borodich «, Galer-kin5 Golushkevich^ GorbunovPosadoVe, 11* rashin£ Kachanov a 3 b3 Khachatr£ans Khristianovich + Mikhlin + Devison5 Kolosev^ Kupradze a5 Kutilins No N 0 Lebedev^ Leibe.nzon a5 bs c s Lekhnitskii a„

b 5 c s Lenskiis Lur B e a3 Malinin,, Mikeladze b s Mikhlin a3 b 5 c 5 Pluskelishvili a2 Novozhilov5 Papkovieh as E„ P0 Popov b

Rabotnov b^ Rubinin^ Saving Shtaeman b 3 V0 3 0 Smirnov3 Sokolovskii as Timoshenko^, Ulfiand5 V. Z„ Vlasov a5 b Q

11) Mathematical physics

Bogoliubov3 Bridzhmen5 Gaunter a5 Khinchin ±9 Kitaigorod^

skil3 Kotel 8 nikov 3 A 0 N„ Krylov h s N0 Mi Krylov^ Landau +

Lifshits b s g s Mikhlin e 0

a) Optics 9 electromagnetic theory

Frenkel 5 a 3 Grinberg.

b) Quantum mechanics

Blokhintsev a3 Khinchin e ? j (Supplementary list) s Landau + Lif shits c 3 Rumen

12) Handbooks of general formulas

Bronshtein

6k

Semendiaev5 Ryshik a. s b.

April 23 s 1952

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