: Includes sections on Laplace and Fourier transforms as well as Hankel transforms.
Some specialized topics (like specific non-linear kernels) might require supplementary reading. Strong emphasis on numerical methods and quadrature rules. or help finding similar textbooks on this subject? Introduction to Integral Equations with Applications 3 Sept 1999 — : Includes sections on Laplace and Fourier transforms
This book is still under copyright (Wiley-Interscience). While you will find "shadow library" links floating around on Reddit, GitHub, or academic torrent sites, I have to give you the standard (but true) warning: those files are often poorly OCR'd (missing Greek symbols, jumbled equations) or missing chapters. or academic torrent sites
: The text provides precise guidelines for basic solution methods and includes more varied numerical techniques than many competing texts. Practical Emphasis : Includes sections on Laplace and Fourier transforms