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11
Towards Efficient Federated Learning: Overcoming Challenges in Communication, Heterogeneity, and Data Scarcity.
Towards Efficient Federated Learning: Overcoming Challenges in Communication, Heterogeneity, and Data Scarcity.
Singh, Navjot.Electrical and Computer Engineering | University of California, Los Angeles. | 2024
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12
Transverse Instability and Beam Realignment in Plasma Wakefield Acceleration.
Transverse Instability and Beam Realignment in Plasma Wakefield Acceleration.
Hildebrand, Lance Arthur.Physics 0666. | University of California, Los Angeles. | 2024
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13
Applications of Transferring the Ramsey Property Between Categories.
Applications of Transferring the Ramsey Property Between Categories.
Junge, Sebastian.Mathematics. | Cornell University. | 2024
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14
Parameter Estimation and Inference for Nonlinear Dynamical Systems.
Parameter Estimation and Inference for Nonlinear Dynamical Systems.
Venkatraman, Sara Kokila.Statistics. | Cornell University. | 2024
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15
Statistical Methods for Phylogenetic Trees With Non-Identical Leaf Sets.
Statistical Methods for Phylogenetic Trees With Non-Identical Leaf Sets.
Valdez Cabrera, Maria Alejandra.Biostatistics. | University of Washington. | 2024
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16
Spectral Statistics, Hydrodynamics and Quantum Chaos.
Spectral Statistics, Hydrodynamics and Quantum Chaos.
Winer, Michael.Physics. | University of Maryland, College Park. | 2024
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17
Reconstructing 3D Geometries for Scientific Applications: An Image to Simulation Pipeline.
Reconstructing 3D Geometries for Scientific Applications: An Image to Simulation Pipeline.
Ramirez de Chanlatte, Marissa Isabella.Applied Sci | University of California, Berkeley. | 2024
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18
Linear and Multilinear Methods for Guidance, Navigation, and Control of Satellite Formation Flight.
Linear and Multilinear Methods for Guidance, Navigation, and Control of Satellite Formation Flight.
Kulik, Jackson.Applied Mathematics. | Cornell University. | 2024
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19
On Schrodinger Equations With Non-Perturbative Potentials.
On Schrodinger Equations With Non-Perturbative Potentials.
Black, Adam.Mathematics. | Yale University. | 2024
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20
Saddle Avoidance, Asymptotic Normality, and Exponential Acceleration in Nonsmooth Optimization.
Saddle Avoidance, Asymptotic Normality, and Exponential Acceleration in Nonsmooth Optimization.
Jiang, Liwei.Operations Research and Information E | Cornell University. | 2024
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