Integral transforms and their applications

Includes bibliographical references (pages 673-688) and index

-- Integral transforms -- Fourier transforms and their applications -- Laplace transforms and their basic properties -- Applications of Laplace transforms -- Fractional calculus and its applications -- Applications of integral transforms to fractional differential and integral equations -- Hankel transforms and their applications -- Mellin transforms and their applications -- Hilbert and Stieltjes transforms -- Finite fourier sine and cosine transforms -- Finite Laplace transforms -- Z transforms -- Finite Hankel transforms -- Legendre transforms -- Jacobi and Gregenbauer transforms -- Laguerre transforms -- Hermite transforms -- The radon transform and its applications -- Wavelets and wavelet transforms -- Appendix: A. Some special functions and their products -- B. Tables of integral transforms