FastLinAlg

Macaulay2 package FastLinAlg - faster linear algebra in certain cases. In this article, we present FastLinAlg.m2, a package in Macaulay2 designed to introduce new methods focused on computations in function field linear algebra. Some key functionality that our package offers includes: finding a submatrix of a given rank in a provided matrix (when present), verifying that a ring is regular in codimension n, recursively computing the ideals of minors in a matrix, and finding an upper bound of the projective dimension of a module.

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References in zbMATH (referenced in 1 article , 1 standard article )

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  1. Boyana Martinova, Marcus Robinson, Karl Schwede, Yuhui Yao: FastLinAlg package for Macaulay2 (2020) arXiv