Nowadays, integral transforms have become essential working tool for handling most of the problems of engineering and sciences. Many interesting real-world problems in science and technology can be easily solved using integral transforms by building their mathematical models in terms of different types of equations and their system such as ordinary differential equations and their system, partial differential equations and their system, integral equations and their system, integro-ordinary differential equations and their system, integro-partial differential equations and their system, fractional differential equations and their system, delay differential equations and their system.This book purposes to serve as reference material for integral transforms (Fourier transform, Laplace transform, Laplace-Carson transform (Mahgoub transform), Elzaki transform, Aboodh transform, Kamal transform, Mohand transform, Sumudu transform, Sawi transform, Shehu transform and Sadik transform). All these transforms are most widely used integral transforms in this time. For this reason, I reviewed all these transforms and presented all results (fundamental properties) of these transforms in this book with their duality relations.
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