Robert V. Kohn
New York University
H-index: 67
North America-United States
Top articles of Robert V. Kohn
Title | Journal | Author(s) | Publication Date |
|---|---|---|---|
Transverse Magnetic ENZ Resonators: Robustness and Optimal Shape Design | arXiv preprint arXiv:2403.11242 | Robert V Kohn Raghavendra Venkatraman | 2024/3/17 |
Complex analytic dependence on the dielectric permittivity in ENZ materials: The photonic doping example | Communications on Pure and Applied Mathematics | Robert V Kohn Raghavendra Venkatraman | 2024/2 |
Some results on the Guest–Hutchinson modes and periodic mechanisms of the Kagome lattice metamaterial | Journal of the Mechanics and Physics of Solids | Xuenan Li Robert V Kohn | 2023/9/1 |
A PDE Approach to the Prediction of a Binary Sequence with Advice from Two History‐Dependent Experts | Communications on Pure and Applied Mathematics | Nadejda Drenska Robert V Kohn | 2023/4 |
A new approach to drifting games, based on asymptotically optimal potentials | arXiv preprint arXiv:2207.11405 | Zhilei Wang Robert V Kohn | 2022/7/23 |
Energy minimizing twinning with variable volume fraction, for two nonlinear elastic phases with a single rank-one connection | Mathematical Models and Methods in Applied Sciences | Sergio Conti Robert V Kohn Oleksandr Misiats | 2022/7/12 |
A pde-based analysis of the symmetric two-armed bernoulli bandit | arXiv preprint arXiv:2202.05767 | Vladimir A Kobzar Robert V Kohn | 2022/2/11 |
An energy minimization approach to twinning with variable volume fraction | Journal of Elasticity | Sergio Conti Robert V Kohn Oleksandr Misiats | 2022/11/30 |
New potential-based bounds for prediction with expert advice | Vladimir A Kobzar Robert V Kohn Zhilei Wang | 2020/7/15 | |
Crystal growth inhibition by mobile randomly distributed stoppers | Crystal Growth & Design | James P Lee-Thorp Alexander G Shtukenberg Robert V Kohn | 2020/2/3 |
Prediction with expert advice: A PDE perspective | Journal of Nonlinear Science | Nadejda Drenska Robert V Kohn | 2020/2 |
Removability of blowup points for semilinear heat equations | YOSHIKAZU GIGA ROBERT V KOHN | 2020/8/26 | |
New potential-based bounds for the geometric-stopping version of prediction with expert advice | Vladimir A Kobzar Robert V Kohn Zhilei Wang | 2020/8/16 |
Co-Authors
