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The area of my research is Numerical Linear Algebra which is a key component of most simulation software pertaining the fact that all computational problems operate on matrices and vectors. Indeed, during a numerical simulation (weather forecasting, engineering problems, financial markets, etc.) a significant amount of time is spent in numerical linear algebra operations (say 80%). My research aims at developing better algorithms for these operations which is crucial for the scientific computing community.
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NUMERICAL LINEAR ALGEBRA WITH APPLICATIONSno. 1 (2024)
ACM Symposium on Parallelism in Algorithms and Architectures (SPAA) (2022): 423-433
arxiv(2022)
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Proposed for presentation at the SIAM LA held May 17-21, 2021 in Remote, NA, NA. (2021)
arXiv (Cornell University) (2021)
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