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Matrix theory / Algebraic topology / Topological spaces / Matrices / Smith normal form / Simplicial homology / Simplicial complex / Matrix / Rank / Algebra / Mathematics / Linear algebra


Computing Simplicial Homology Based on Efficient Smith Normal Form Algorithms Jean-Guillaume Dumas1 , Frank Heckenbach2 , David Saunders3 , and Volkmar Welker4 1 2
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Document Date: 2010-03-30 05:49:30


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City

Newark / Grenoble / /

Company

Ci / H Ker / /

Facility

Germany University of Delaware / GMP library / /

IndustryTerm

mathematical software / matrix vector products / probabilistic algorithm / binary search / polynomial time algorithm / inner products / homology / request algorithms / dot product / elimination algorithm / matrix-vector products / The ith chain / valence algorithm / sort algorithm / /

Organization

Department of Computer and Information Sciences / Mathematisches Institut / University of Delaware / /

Person

Jean-Guillaume Dumas / Ai / /

Product

Simplicial Homology / /

ProvinceOrState

Delaware / /

Technology

Smith Normal Form algorithm / sort algorithm / request algorithms / polynomial time algorithm / valence algorithm / 2 Algorithm / elimination algorithm / The algorithm / 4 Valence Algorithm / second algorithm / four algorithms / probabilistic algorithm / /

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http /

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