Laplace and Fourier Analysis

This course covers the definition of "transform", focusing on the Laplace transform of algebraic, exponential, and trigonometric functions. It also addressed basic theorems including shifting, initial, and final-value theorems; unit-step, periodic, and delta functions; methods of inverting transforms; solutions of differential equations by transform methods; Fourier series and coefficients; expansion of functions in Fourier series; complex Fourier coefficients; Parseval's Theorem; and Fourier transform and its properties. Prerequisite: MA-340. (3-0-3)

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