16 papers on analysis
By: authors, V.I. Arnolʹd ... [et al.].
Contributors: Arnolʹd, V. I. 1937-; American Mathematical Society.
Series: American Mathematical Society translations -- ser. 2, v. 28
Publisher: American Mathematical Society
Published: 1963
Place of publication: Providence, R.I
Language: eng
Number of pages: 344
Subjects: Mathematical analysis.
Other titles: Sixteen papers on analysis.; Analysis.
Notes: Translations from Russian.

Table of contents in English and Russian.

Includes bibliographical references.
Table of contents: value: On a class of complete orthonormal systems / N.Ja. Vilenkin; value: On an arithmetic method of orthogonalization in nonseparable Hilbert spaces / D.M. Koteljanskiĭ; value: On functions of three variables / V.I. Arnolʹd; value: On the representation of continuous functions of many variables by superposition of continuous functions of one variable and addition / A.N. Kolmogorov; value: Representation of continuous functions of three variables by the superposition of continuous functions of two variables / V.I. Arnolʹd; value: On convergent sequences of partial sums of trigonometric series / D.E. Menʹšov; value: Generalization of the Paley-Wiener-Schwartz theorem / G.I. Èskin; value: Metric convergence and metric isomorphism / N.I. Trebukova; value: On the theory of positive definite generalized kernels / N.Ja. Vilenkin; value: Analytic functions in a normed ring / G.E. Šilov; value: Letter to the editor / G.E. Šilov; value: On k-regular imbeddings and their application to the theory of approximation of functions / V.G. Boltjanskiĭ, S.S. Ryškov and Ju.A. Šaškin; value: Linear methods of approximation of certain classes of periodic continuous functions / A.V. Efimov; value: The approximation of periodic functions by Fejér sums / S.B. Stečkin; value: On norms of trigonometric polynomials and approximation of differentiable functions by linear averages of their Fourier series, I / S.A. Teljakovskiĭ; value: On a problem of optimal control / N.N. Krasovskiĭ; value: On the leading edge of a region of cavitation / I.G. Portnov.