Includes bibliographical references (pages 127-128) and index.
Contents:
Preliminaries and definitions -- Existence theorem of Laplace transform -- Laplace transforms of elementary functions -- Important properties -- Laplace transform of derivatives -- Laplace transform of integrals -- Derivatives of Laplace transform -- Integrals of Laplace transform -- Laplace transform of periodic functions -- Initial value theorem of Laplace transform -- Final (or, terminal) value theorem of Laplace transform -- Convolution (or, faltung) of Laplace transform -- Existence of inverse Laplace transform -- Uniqueness of inverse Laplace transform -- Table: Laplace-inverse Laplace transform -- Evaluations of inverse Laplace transform -- Solutions of ordinary differential equations -- Solutions of partial differential equations.
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