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11/07/2022
AlphaSparse: Generating High Performance SpMV Codes Directly from Sparse Matrices
Sparse Matrix-Vector multiplication (SpMV) is an essential computational...
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10/20/2022
Double precision is not necessary for LSQR for solving discrete linear ill-posed problems
The growing availability and usage of low precision foating point format...
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10/19/2022
Backward error analysis of the Lanczos bidiagonalization with reorthogonalization
The k-step Lanczos bidiagonalization reduces a matrix A∈ℝ^m× n into a bi...
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01/05/2022
Extending the limit of molecular dynamics with ab initio accuracy to 10 billion atoms
High-performance computing, together with a neural network model trained...
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12/31/2020