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- W1946289964 abstract "This paper is concerned with numerical computations of matrix determinants. An algorithm for computing an accurate and verified matrix determinant is proposed using matrix factorizations. First, an algorithm for relatively well-conditioned problems are introduced. Next, extremely ill-conditioned cases are treated. For the purpose, an accurate algorithm for an inverse LU factorization is used. By these algorithms, accurate results of the matrix determinants can efficiently be obtained for much wider range of problems. Numerical results are also presented." @default.
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- W1946289964 date "2009-07-01" @default.
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- W1946289964 title "Accurate and Verified Computation of Matrix Determinant" @default.
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