Short description This new edition of the handbook provides all there is to know about functional analysis, integral equations and calculus of variations in one handy volume, written for the specific needs of physicists and applied mathematicians.
From the contents 1 Function Spaces, Linear Operators and Green's Functions 2 Integral Equations and Green's Functions 3 Integral Equations of Volterra type 4 Integral Equations of the Fredholm type 5 Hilbert-Schmidt Theory of Symmetric Kernel 6 Singular Integral Equations of Cauchy type 7 Wiener-Hopf Method and Wiener-Hopf Integral Equation 8 Non-linear Integral Equations 9 Calculus of Variations: Fundamentals 10 Calculus of Variations: Applications 11 Bibliography
