On the Algorithmic Impact of Scientific Computing on Machine Learning

To alleviate the quadratic complexity of matrix computations, we developed the codes GOFMM and Newton-CG, both with lower computational complexities. We developed GOFMM for highly-parallel execution, showing good scalability up to 128 nodes and runtime benefits against ScaLAPACK or STRUMPACK for a wide range of problems in PDEs, kernel matrices, or graph Laplacians. Newton-CG is developed for GPU data-parallelism in deep learning, performing on par or better than the optimizers SGD and Adam.

Publication Details

Journal
mediaTUM (Technical University of Munich)
Published
2024-08-12
DOI
https://doi.org/10.14459/2024md1733254
Primary Topic
Graph Theory and Algorithms
Type
article
Field-Weighted Citation Impact
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article

On the Algorithmic Impact of Scientific Computing on Machine Learning

mediaTUM (Technical University of Munich)
Graph Theory and Algorithms
article

On the Algorithmic Impact of Scientific Computing on Machine Learning

article en

Abstract

To alleviate the quadratic complexity of matrix computations, we developed the codes GOFMM and Newton-CG, both with lower computational complexities. We developed GOFMM for highly-parallel execution, showing good scalability up to 128 nodes and runtime benefits against ScaLAPACK or STRUMPACK for a wide range of problems in PDEs, kernel matrices, or graph Laplacians. Newton-CG is developed for GPU data-parallelism in deep learning, performing on par or better than the optimizers SGD and Adam.

mediaTUM (Technical University of Munich)
Openalex Percentile: Top 66%
Graph Theory and Algorithms
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On the Algorithmic Impact of Scientific Computing on Machine Learning · mediaTUM (Technical University of Munich) (2024) | TGRS Research Map | TGRS