Title:                       A Course of Mathematical Analysis (2 Volume Set)
Author:                   S. M. Nikolsky
ISBN:                     Does not apply  
Edition                   1st English Edition1977, 
                              Revised from the 1975 Russian edition
Format:                  Hardcover
Language:             English
Translation :           Translated from the Russian by V. M. Volosov, D.Sc.
Number of pages:  460 Pages (Volume 1) & 441 Pages (Volume 2)
Publisher:               Mir Publishers, Moscow
Publication Year:   1977
Printed in:              Moscow, Russian Federation
  
Dimensions of the book:   (Volume 1)  22 cm  x 14.5 cm x 2.4 cm (approximately)             
                                           (Volume 2)  22 cm  x 14.5 cm x 2.3 cm (approximately)
Book Weight:                     1.217 Kg (2 Volumes)

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 About the book:
A textbook for university students (physicists and mathematicians) with special supplementary material on mathematical physics. Based on the course read by the author at the Moscow Engineering Physics Institute.
Volume 1 contains differential calculus of the functions of one and several variables, series, and integral calculus for functions of one variable,
Volume 2 contains multiple integrals, field theory, Fourier series and Fourier integral, differential manifolds and differential forms, and the Lebesgue integral.

About the author:
Academician S.M. NIKOLSKY, a State Prize winner, the author of more than 130 scientific papers and several monographs including Quadrature Formulas, Approximation of Functions of Several Variables and Embedding Theorems and Integral Representation of Functions and Embedding Theorems (co-author). He contributed many fundamental results to the theory of approximation of functions, variationally methods for solving boundary-value problems and functional analysis. For his monograph Approximation of Functions of Several Variables and Embedding Theorems he was awarded the Chebyshev Prize of the USSR Academy of Sciences.

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