Basic Equations And Special Functions Of Mathematical Physics | V. Ya. Arsenin
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Author: V. Ya. Arsenin
Added by: mirtitles
Added Date: 2022-01-04
Publication Date: 1968
Language: eng
Subjects: physics, mathematical physics, special functions, differential equations, boundary value problems, fourier method, separation of variables, green's functions, integral equations, gamma function, spherical harmonics, chebyshev-hermite polynomials, chebyshev-laguerre polynomials, generalised functions, potentials
Collections: mir-titles, additional collections
Pages Count: 300
PPI Count: 300
PDF Count: 1
Total Size: 143.03 MB
PDF Size: 7.11 MB
Extensions: epub, pdf, gz, html, zip, torrent
Downloads: 3.01K
Views: 53.01
Total Files: 16
Media Type: texts
Description
This book consists of two parts. Part 1 gives an account of the methods for solving typical problems in mathematical physics and an introduction to integral equations. Part 2 deals with the appli cations of these methods to problems requiring the use of special functions.
Extensive use is made in this book of the Dirac (5-function. Generalised functions are introduced and their applications are described. Each chapter concludes with a number of problems illustrating the main text (altogether 150 problems with answers are given).
This text was designed for students of physics and engineering and was based on a course given at the Department of Theoretical and Experimental Physics of the Moscow Engineering-Physics Institute.
