Higher Mathematics for Physics and Engineering- Mathematical Methods for Contemporary Physics
Year: 2010 Language: english Author: Hiroyuki Shima & Tsuneyoshi Nakayama Genre: Technical book Publisher: Springer Format: PDF Quality: eBook Pages count: 711 Description: There are any number of books available on mathematics for physics and engineering but they all fall into one of two categories: the one emphasizes mathematical rigor and the exposition of definitions or theorems, whereas the other is concerned primarily with applying mathematics to practical problems. We believe that neither of these approaches alone is particularly helpful to physicists and engineers who want to understand the mathematical background of the subjects with which they are concerned. This book is different in that it provides a short path to higher mathematics via a combination of these approaches. A sizable portion of this book is devoted to theorems and definitions with their proofs, and we are convinced that the study of these proofs, which range from trivial to difficult, is useful for a grasp of the general idea of mathematical logic. Moreover, several problems have been included at the end of each section, and complete solutions for all of them are presented in the greatest possible detail. We firmly believe that ours is a better pedagogical approach than that found in typical textbooks, where there are many well-polished problems but no solutions.
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Higher Mathematics for Physics and Engineering- Mathematical Methods for Contemporary Physics.pdf
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Higher Mathematics for Physics and Engineering- Mathematical Methods for Contemporary Physics
Language: english
Author: Hiroyuki Shima & Tsuneyoshi Nakayama
Genre: Technical book
Publisher: Springer
Format: PDF
Quality: eBook
Pages count: 711
Description: There are any number of books available on mathematics for physics and
engineering but they all fall into one of two categories: the one emphasizes
mathematical rigor and the exposition of definitions or theorems, whereas the
other is concerned primarily with applying mathematics to practical problems.
We believe that neither of these approaches alone is particularly helpful
to physicists and engineers who want to understand the mathematical background
of the subjects with which they are concerned.
This book is different
in that it provides a short path to higher mathematics via a combination of
these approaches. A sizable portion of this book is devoted to theorems and
definitions with their proofs, and we are convinced that the study of these
proofs, which range from trivial to difficult, is useful for a grasp of the general
idea of mathematical logic. Moreover, several problems have been included at
the end of each section, and complete solutions for all of them are presented
in the greatest possible detail. We firmly believe that ours is a better pedagogical
approach than that found in typical textbooks, where there are many
well-polished problems but no solutions.
Contents
Screenshots
Higher Mathematics for Physics and Engineering- Mathematical Methods for Contemporary Physics.pdf
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