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Efficient Algorithms for Circulant-Block Matrices by Alihzan Lahini is a document available to read on EtoBox.

The document presents effective numerical algorithms for circulant-block matrices, which are matrices composed of circulant blocks. It details how to determine the eigenvalues of these matrices and solve systems of linear equations efficiently using fast Fourier transforms. The paper also discusses spectral properties, diagonalizability, and provides algorithms for practical applications in numerical computations.

Author
Alihzan Lahini
Language
EN