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Numerical Analysis
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Kernel and Lengthscale Selection on the Performance of the Sparse Cholesky Factorization Algorithm
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Acceleration Algorithms for Machine Learning Models
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Large Scale Inverse Problems: Low-Rank Approximations and Optimization
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Scalable Efficient Methods for Incompressible Fluid-dynamics in Engineering Problems
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Efficient, stable, and reliable solvers for the steady incompressible Navier-Stokes equations in computational hemodynamics.
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Year
Spring 2022
2
2012
1
Fall 2018
1
Spring 2024
1
School
Laney Graduate School
4
Emory College
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Department / Specialty
Mathematics
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Computer Science and Informatics
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Math and Computer Science
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Ph.D.
3
B.S.
1
PhD
1
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Dissertation
4
Honors Thesis
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Mathematics
3
Applied Mathematics
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Computer Science
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Committee
Benzi, Michele, Emory University
2
Veneziani, Alessandro, Emory University
2
Yuanzhe Xi, Emory University
2
Alessandro Veneziani, Emory University
1
Ho, Joyce C., Emory University
1
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Keyword
Numerical Analysis
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Acceleration
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Brinkman equations
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Computational Fluid Dynamics
1
Computational Hemodynamics
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