Paper-Conference

Comparative Study of Mixed-Precision and Low-Rank Compression Techniques in Sparse Direct Solvers

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brieuc-nicolas

Toward an algebraic multigrid method for the indefinite Helmholtz equation

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rob-falgout

Enhancing sparse direct solver scalability through runtime system automatic data partition

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alycia-lisito

New parallel features in the sparse solver PaStiX

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alycia-lisito

Toward a multilevel method for the Helmholtz equation

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clement-richefort

Toward a Multigrid Method for the Indefinite Helmholtz Equation

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robert-falgout

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

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esragul-korkmaz

Study of the recent developments around the PaStiX solver for the EoCoE project: distributed mem- ory, runtime systems, and low-rank

As the core of a large number of simulation tools, the resolution of large linear systems often represents the dominant part of the computing time. Massively parallel versions are …

p.-ramet

Improving mapping for sparse direct solvers: A trade-off between data locality and load balancing

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changjiang-gou

Recent Developments Around the Block Low-Rank PaStiX Solver

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g.-pichon