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Course: M.Sc. Physics
Subject: Physics / Mathematical Physics
Author: Dr. Juber Hawaldar
Pages: 23
Content: Properties of Fourier Transform, Transforms of Derivatives, Examples, Convolution Theorem
The Fourier Transform is a mathematical technique used to analyze functions or signals by decomposing them into their constituent frequencies. It transforms a signal from its original time domain into the frequency domain, revealing the different frequency components that make up the signal. This is useful in many fields, such as signal processing, physics, and engineering, for tasks like filtering, data compression, and spectral analysis.
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