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21
Multiscale Modeling with Meshfree Methods- [electronic resource]
Multiscale Modeling with Meshfree Methods- [electronic resource]
Xu, Wentao.Applied Mathematics. | Columbia University. | 2023
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22
Weak Solutions to the Muskat Problem with Surface Tension via Optimal Transport.
Weak Solutions to the Muskat Problem with Surface Tension via Optimal Transport.
Wallace, Ryan Carlton.Mathematics 0540. | University of California, Los Angeles. | 2022
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23
When Do Machine Learning Models Generalize Well?: A Signal-Processing Perspective.
When Do Machine Learning Models Generalize Well?: A Signal-Processing Perspective.
Subramanian, Vignesh.Electrical Engineering & Comp | University of California, Berkeley. | 2022
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24
Empirical Measures for Integrable Eigenfunctions Restricted to Invariant Curves.
Empirical Measures for Integrable Eigenfunctions Restricted to Invariant Curves.
Geis, Michael L.Mathematics. | Northwestern University. | 2022
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25
Topics in Physics Beyond the Standard Model.
Topics in Physics Beyond the Standard Model.
Girmohanta, Sudhakantha.Physics. | State University of New York at Stony Brook. | 2022
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26
Topics on Statistical Inference for Extreme Values.
Topics on Statistical Inference for Extreme Values.
Zhang, Likun. | The Pennsylvania State University. | 2020
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27
Mathematical Modeling of Ion Transport Dynamics in Asymmetric Electrolytes.
Mathematical Modeling of Ion Transport Dynamics in Asymmetric Electrolytes.
Balu, Bhavya.Chemical Engineering. | Carnegie Mellon University. | 2021
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28
Data-Driven Decision Making for Last-Mile Delivery and Online Platform Operations
Data-Driven Decision Making for Last-Mile Delivery and Online Platform Operations
Cao, Junyu. | University of California, Berkeley | 2020
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29
Hybrid Dynamical Systems- [electronic resource] : Modeling, Stability, and Robustness
Hybrid Dynamical Systems- [electronic resource] : Modeling, Stability, and Robustness
Goebel, Rafal. | Princeton University Press | 2012
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30
Frechet Differentiability of Lipschitz Functions and Porous Sets in Banach Spaces- [electronic resource]
Frechet Differentiability of Lipschitz Functions and Porous Sets in Banach Spaces- [electronic resource]
Lindenstrauss, Joram. | Princeton University Press | 2012
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