Low-Rank Compression

Improving the memory and time overhead of low-rank parallel linear sparse direct solvers

Through the recent improvements toward exascale supercomputer systems, huge computations can be performed in reasonable times by using massively parallelized operations. …

esragul-korkmaz
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Deciding Non-Compressible Blocks in Sparse Direct Solvers using Incomplete Factorization

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esragul-korkmaz
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Deciding Non-Compressible Blocks in Sparse Direct Solvers using Incomplete Factorization

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esragul-korkmaz
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Recent Developments Around the Block Low-Rank PaStiX Solver

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g.-pichon
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Sparse supernodal solver using block low-rank compression: Design, performance and analysis

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gregoire-pichon
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Exploiting Parameterized Task-graph in Sparse Direct Solvers

Task-based programming models have been widely studied in the context of dense linear algebra, but remains less studied for the more complex sparse solvers. In this talk, we will …

m.-faverge
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Block Low-rank Algebraic Clustering for Sparse Direct Solvers

In this talk, we adress the Block Low-Rank (BLR) clustering problem, to cluster unknowns within separators appearing during the factorization of sparse matrices. We show that …

g.-pichon
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Supernodes ordering to enhance Block Low-Rank compression in sparse direct solvers

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g.-pichon
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On the use of low-rank arithmetic to reduce the complexity of parallel sparse linear solvers based on direct factorization techniques

Solving sparse linear systems is a problem that arises in many scientific applications, and sparse direct solvers are a time consuming and key kernel for those applications and …

gregoire-pichon
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Utilisation de la compression low-rank pour réduire la complexité du solveur PaStiX

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g.-pichon
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