View source for Book:Andrew Gray/A Treatise on Bessel Functions/Second Edition

{{Book|A Treatise on Bessel Functions and their Applications to Physics|1922|Dover Publications, Inc.||Andrew Gray|author2 = G.B. Mathews|author3 = T.M. MacRobert|ed = 2nd}}

=== Subject Matter ===

* [[Definition:Bessel Function|Bessel Functions]]


=== Contents ===

: Preface to the First Edition
: Preface to the Second Edition
: Note on the Asymptotic Expansions

: Chapter I: Introductory
: Chapter II: Solution of the Differential Equation
: Chapter III: Other Bessel Functions and Related Functions
: Chapter IV: Functions of Integral Order. Expansions in Series of Bessel Functions
: Chapter V: Definite Integral Expressions for the Bessel Functions. Asymptotic Expansions
: Chapter VI: Definite Integrals Involving Bessel Functions
: Chapter VII: The Zeros of the Bessel Functions
: Chapter VIII: Fourier-Bessel Expansions and Integrals
: Chapter IX: Relations between Bessel Functions and Legendre Functions. Green's Function
: Chapter X: Vibration of Membranes
: Chapter XI: Hydrodynamics
: Chapter XII: Steady Flow of Electricity or of Heat in Uniform Isotropic Media
: Chapter XIII: Propagation of Electromagnetic Waves Along Wires
: Chapter XIV: Diffraction
: Chapter XV: Equilibrium of an Isotropic Rod of Circular Section
: Chapter XVI: Miscellaneous Applications

: Miscellaneous Examples

: Appendix I: Formulae for the Gamma Function and the Hypergeometric Function
: Appendix II: Stokes' Method of obtaining the Asymptotic Expansion of the Bessel Functions
: Appendix III: Formulae for Calculation of the Zeros of the Bessel Functions

: Explanation of the Tables

[[Category:Book]]