ACM Transactions on Mathematical Software
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Overview
publication venue for
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Algorithm 1037: SuiteSparse:GraphBLAS: Parallel Graph Algorithms in the Language of Sparse Linear Algebra.
49:1-30.
2023
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Algorithm 1021: SPEX Left LU, Exactly Solving Sparse Linear Systems via a Sparse Left-looking Integer-preserving LU Factorization.
48:1-23.
2022
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Algorithm 1003: Mongoose, a Graph Coarsening and Partitioning Library.
46:1-18.
2020
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Algorithm 1000: SuiteSparse:GraphBLAS: Graph Algorithms in the Language of Sparse Linear Algebra.
45:1-25.
2019
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Algorithm 980: Sparse QR Factorization on the GPU.
44:1-29.
2017
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An Efficient Hybrid Algorithm for the Separable Convex Quadratic Knapsack Problem.
42:1-25.
2016
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Algorithm 933: Reliable Calculation of Numerical Rank, Null Space Bases, Pseudoinverse Solutions, and Basic Solutions using SuiteSparseQR.
40:7-23.
2013
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Algorithm 921: alphaCertified: Certifying Solutions to Polynomial Systems.
38:28-20.
2012
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An Empirical Analysis of the Performance of Preconditioners for SPD Systems.
38:24-30.
2012
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Algorithm 907: KLU, A Direct Sparse Solver for Circuit Simulation Problems.
37:36-17.
2010
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Dynamic Supernodes in Sparse Cholesky Update/Downdate and Triangular Solves.
35:27-23.
2009
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Algorithm 887: CHOLMOD, Supernodal Sparse Cholesky Factorization and Update/Downdate.
35:22-14.
2008
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Algorithm 832: UMFPACK V4.3 - An unsymmetric-pattern multifrontal method.
30:196-199.
2004
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Algorithm 837: AMD, an approximate minimum degree ordering algorithm.
30:381-388.
2004
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Compression of particle data from hierarchical approximate methods.
27:317-339.
2001
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A column approximate minimum degree ordering algorithm.
30:353-376.
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A column pre-ordering strategy for the unsymmetric-pattern multifrontal method.
30:165-195.
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A combined unifrontal multifrontal method for unsymmetric sparse matrices.
25:1-20.
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Algorithm 1XXX: SPEX Cholesky, LDL, and Backslash for Exactly Solving Sparse Linear Systems
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Algorithm 836: COLAMD, a column approximate minimum degree ordering algorithm.
30:377-380.
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Algorithm xxx: A Covariate-Dependent Approach to Gaussian Graphical Modeling in R
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The University of Florida Sparse Matrix Collection.
38:1-25.
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Algorithm 849: A concise sparse Cholesky factorization package
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