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Infinite series

Author: A I Markushevich
Publisher: Boston, Heath [1967]
Series: Survey of recent East European mathematical literature.
Edition/Format:   eBook : EnglishView all editions and formats
Summary:
This book offers an elementary introduction to infinite series, tests for convergence and divergence of series, binomial series, and the use of series to represent the sine, cosine, and logarithmic functions. Many examples and applications are presented, and historical notes illustrate the development of the theory of infinite series by Newton, Euler, Cauchy, and others. The reader should have a knowledge of high  Read more...
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Additional Physical Format: Online version:
Markushevich, A.I. (Alekseĭ Ivanovich), 1908-
Infinite series.
Boston, Heath [1967]
(OCoLC)625882119
Material Type: Internet resource
Document Type: Internet Resource
All Authors / Contributors: A I Markushevich
OCLC Number: 808799
Notes: Translation of [Ri︠a︡dy].
Description: viii, 188 pages : illustrations ; 21 cm.
Contents: Functions --
Newton's binomial formula --
Infinite series --
Tests for the convergence of series --
The binomial series --
Series expansions for the sine and cosine --
Logarithms and series.
Series Title: Survey of recent East European mathematical literature.
Other Titles: Ri︠a︡dy.
Responsibility: [by] A.I. Markushevich. Translated and adapted from the 3d Russian ed. (1961) by Irena Zygmund.

Abstract:

This book offers an elementary introduction to infinite series, tests for convergence and divergence of series, binomial series, and the use of series to represent the sine, cosine, and logarithmic functions. Many examples and applications are presented, and historical notes illustrate the development of the theory of infinite series by Newton, Euler, Cauchy, and others. The reader should have a knowledge of high school algebra and trigonometry. --Back cover.

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