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This project consists of three tasks: 1) analyzing the execution time of chol(A) for Cholesky decomposition to verify cubic complexity. 2) working with sparse matrices stored efficiently using few vectors, similar to the LAPACK format, to solve tridiagonal systems, 3) implementing tensor operations with multidimensional arrays, such as ttt or ttv.

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miltiadiss/CEID_NY343-Scientific-Computing

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Στιγμιότυπο οθόνης 2024-09-08 201721 This project is part of Scientific Computing compulsory course in Computer Engineering & Informatics Department of University of Patras for Winter Semester 2023 (Semester 7).

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This project consists of three tasks: 1) analyzing the execution time of chol(A) for Cholesky decomposition to verify cubic complexity. 2) working with sparse matrices stored efficiently using few vectors, similar to the LAPACK format, to solve tridiagonal systems, 3) implementing tensor operations with multidimensional arrays, such as ttt or ttv.

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