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81
A New Zeroth-Order Oracle for Distributed and Non-Stationary Learning.
A New Zeroth-Order Oracle for Distributed and Non-Stationary Learning.
Zhang, Yan.Mechanical Engineering and Materials Sc | Duke University. | 2021
impresión
82
Machine Learning for Nonlinear Materials Characterization and Modeling.
Machine Learning for Nonlinear Materials Characterization and Modeling.
Shea, Daniel e.Materials Science and Engineering. | University of Washington. | 2021
impresión
83
Mean Field Games for Continuous Time Density Dependent Markov Chains.
Mean Field Games for Continuous Time Density Dependent Markov Chains.
Narasimha, Dheeraj.Electrical Engineering. | Arizona State University. | 2021
impresión
84
Depolarized Reflectance Modeling.
Depolarized Reflectance Modeling.
Li, Lisa Wenyu.Optical Sciences. | The University of Arizona. | 2021
impresión
85
Limit Shapes in Two-Dimensional Lattice Models Arising from Physics and Combinatorics.
Limit Shapes in Two-Dimensional Lattice Models Arising from Physics and Combinatorics.
Keating, David A.Mathematics. | University of California, Berkeley. | 2021
impresión
86
Essays in Industrial Organization and Finance.
Essays in Industrial Organization and Finance.
Zhang, Tianlun.Business Economics. | Harvard University. | 2021
impresión
87
Nature and Reactivity of Active Sites in Mn-and Na-promoted WOx/SiO2 Model Catalysts for Oxidative Coupling of Methane (OCM) under Operating Conditions.
Nature and Reactivity of Active Sites in Mn-and Na-promoted WOx/SiO2 Model Catalysts for Oxidative Coupling of Methane (OCM) under Operating Conditions.
Kiani, Daniyal Ali.Chemical Engineering. | Lehigh University. | 2021
impresión
88
Hermitian Metrics of Constant Chern Scalar Curvature and a Chern-Calabi Flow.
Hermitian Metrics of Constant Chern Scalar Curvature and a Chern-Calabi Flow.
Shen, Xi Sisi.Mathematics. | Northwestern University. | 2021
impresión
89
On Singularity Formation of Monotone Flows.
On Singularity Formation of Monotone Flows.
Yang, Hang.Mathematics. | Rice University. | 2019
impresión
90
Ensemble Finite Element Solvers for Cardiovascular Modeling Under Uncertainty.
Ensemble Finite Element Solvers for Cardiovascular Modeling Under Uncertainty.
Li, Xue.Applied and Computational Mathematics and | University of Notre Dame. | 2021
impresión
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