Discrete Fourier Transform

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Created by userSiddharth Rajpal with Mathify.dev

The animation visually walks through the Discrete Fourier Transform (DFT) by showing how time-domain samples convert into rotating arrows on a unit circle, demonstrating basis orthogonality, matrix multiplication for analysis, and vector reconstruction for synthesis. It concludes with an interpretation of frequency components and a summary of common pitfalls, all accompanied by a British female voiceover.