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Student's Guides: A Student's Guide to Infinite Series and Sequences

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  • 198 pages
  • 7 hours of reading

More about the book

Why study infinite series? Not all mathematical problems can be solved exactly or have a solution that can be expressed in terms of a known function. In such cases, it is common practice to use an infinite series expansion to approximate or represent a solution. This informal introduction for undergraduate students explores the numerous uses of infinite series and sequences in engineering and the physical sciences. The material has been carefully selected to help the reader develop the techniques needed to confidently utilize infinite series. The book begins with infinite series and sequences before moving onto power series, complex infinite series and finally onto Fourier, Legendre, and Fourier-Bessel series. With a focus on practical applications, the book demonstrates that infinite series are more than an academic exercise and helps students to conceptualize the theory with real world examples and to build their skill set in this area.

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Student's Guides: A Student's Guide to Infinite Series and Sequences, Bernhard W. Bach Jr.

Language
Released
2018
product-detail.submit-box.info.binding
(Hardcover),
Book condition
Good
Price
€47.99

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Title
Student's Guides: A Student's Guide to Infinite Series and Sequences
Language
English
Released
2018
Format
Hardcover
Pages
198
ISBN10
1107059828
ISBN13
9781107059825
Series
Description
Why study infinite series? Not all mathematical problems can be solved exactly or have a solution that can be expressed in terms of a known function. In such cases, it is common practice to use an infinite series expansion to approximate or represent a solution. This informal introduction for undergraduate students explores the numerous uses of infinite series and sequences in engineering and the physical sciences. The material has been carefully selected to help the reader develop the techniques needed to confidently utilize infinite series. The book begins with infinite series and sequences before moving onto power series, complex infinite series and finally onto Fourier, Legendre, and Fourier-Bessel series. With a focus on practical applications, the book demonstrates that infinite series are more than an academic exercise and helps students to conceptualize the theory with real world examples and to build their skill set in this area.