Circulant Matrices and their Determinants
10:42
YouTubeMike, the Mathematician
Circulant Matrices and their Determinants
We introduce circulant matrices. These are matrices whose entries are invariant when you simultaneously shift the rows and columns by the same amount. These matrices arise when considering translation invariant operators and the Discrete Fourier transform. Circulant matrices are diagonalized by the Fourier basis, so we use this fact to compute ...
1.8K viewsJun 26, 2024
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