An edition of Complex Functions Examples c-7 Applications of the Calculus of Residues (2013)

Complex Functions Examples c-7 Applications of the Calculus of Residues

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Last edited by ISBNbot2
August 22, 2020 | History
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An edition of Complex Functions Examples c-7 Applications of the Calculus of Residues (2013)

Complex Functions Examples c-7 Applications of the Calculus of Residues

by

  • 0 Ratings
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This is the seventh textbook you can download containing examples from the Theory of Complex Functions. In this volume we shall apply the calculations or residues in computing special types of trigonometric integrals, some types of improper integrals, including the computation of Cauchy’s principal value of an integral, and the sum of some types of series.

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Cover of: Complex Functions Examples c-7 Applications of the Calculus of Residues
Complex Functions Examples c-7 Applications of the Calculus of Residues
2013, Bookboon.com
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Book Details

Table of Contents

Content
1. Some practical formulæ in the applications of the calculation of residues
1.1. Trigonometric integrals
1.2. Improper integrals in general
1.3. Improper integrals, where the integrand is a rational function
1.4. Improper integrals, where the integrand is a rational function time a trigonometric function
1.5. Cauchy’s principal value
1.6. Sum of some series
2. Trigonometric integrals
3. Improper integrals in general
4. Improper integral, where the integrand is a rational function
5. Improper integrals, where the integrand is a rational function times a trigonometric function
6. Improper integrals, where the integrand is a rational function times an exponential function
7. Cauchy’s principal value
8. Sum of special types of series

ID Numbers

Open Library
OL25709745M
ISBN 13
9788776813901

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Download catalog record: RDF / JSON / OPDS | Wikipedia citation
August 22, 2020 Edited by ISBNbot2 normalize ISBN
July 3, 2015 Edited by Alice Kirk Edited without comment.
July 3, 2015 Edited by Alice Kirk Added new cover
July 3, 2015 Created by Alice Kirk Added new book.