Mathematical Problems of Classical Nonlinear Electromagnetic Theory

Cover of Mathematical Problems of Classical Nonlinear Electromagnetic Theory by Frederick Bloom
Publisher: CRC Press
Year: 1993
Language: en
Edition: 1
Pages: 400
ISBN-13: 9780582210219
Dimensions:
Height: 9.21 Inches
Length: 6.14 Inches
Weight: 1.3999353637 Pounds
Width: 0.88 Inches
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Mathematical Problems of Classical Nonlinear Electromagnetic Theory by Frederick Bloom, published by CRC Press on February 8, 1993, spans 400 pages and is presented in English. This book offers a survey of various problems currently of interest within the field of classical nonlinear electromagnetic theory, providing insights into the mathematical and computational aspects of this scientific discipline.

Readers will find a detailed exploration of topics related to physics, technology, and engineering, particularly focusing on electrical and microwave phenomena. The content is designed to engage those interested in the mathematical frameworks that underpin nonlinear electromagnetic theory, making it a relevant resource for researchers and practitioners in the field.


Official synopsis Publisher

A survey of some problems of current interest in the realm of classical nonlinear electromagnetic theory.

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This page includes the available description and bibliographic details for “Mathematical Problems of Classical Nonlinear Electromagnetic Theory” by Frederick Bloom. Synopsis preview: A survey of some problems of current interest in the realm of classical nonlinear electromagnetic theory.
Who is the author of “Mathematical Problems of Classical Nonlinear Electromagnetic Theory”?
“Mathematical Problems of Classical Nonlinear Electromagnetic Theory” is credited to Frederick Bloom.
When was “Mathematical Problems of Classical Nonlinear Electromagnetic Theory” published?
Publisher: CRC Press. Year: 1993.
What is the ISBN for “Mathematical Problems of Classical Nonlinear Electromagnetic Theory”?
ISBN-13: 9780582210219.
What are the book details (language, pages, edition)?
Language: en. Pages: 400. Edition: 1.

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