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Applied Mathematics
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A Trainable Conjugate Gradient Method for Image Reconstruction
Matrix Computations and Optimization for Spectral Computed Tomography
Reduced Models and Parallel Computing for Uncertainty Quantification in Cardiovascular...
Large-Scale Parameter Estimation in Geophysics and Machine Learning
Renormalization Group in Dynamical Processes on Hierarchical Networks
Least Squares Updating for Kronecker Products
Computational Fluid Dynamics for Coronary Diseases: Analysis of Different Murray's...
Graph Laplacians For Directed Networks With Applications To Centrality Measures
Statistical Assessment of the Impact of Coronary Geometry on their Functionality
Influences of Axial Symmetry of Arterial Stenosis on Pressure Distribution Based on Co...
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Year
Spring 2022
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2017
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Spring 2024
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Spring 2021
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Spring 2023
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School
Emory College
44
Laney Graduate School
15
Rollins School of Public Health
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Mathematics
41
Mathematics and Computer Science
8
Computer Science and Informatics
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Biostatistics
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Quantitative Science
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B.S.
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Ph.D.
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BS
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B.B.A.
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M.S.P.H.
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Honors Thesis
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Dissertation
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Research Field
Applied Mathematics
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Computer Science
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Mathematics
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Statistics
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Biology, Biostatistics
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Committee
Lars Ruthotto, Emory University
11
Nagy, James, Emory University
10
Yuanzhe Xi, Emory University
10
Ruthotto, Lars, Emory University
9
Veneziani, Alessandro, Emory University
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Keyword
Machine Learning
8
Inverse Problems
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Image Reconstruction
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Optimization
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Reinforcement Learning
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