May 21, 2018 · Authors:Jeff Calder, Charles K Smart. View a PDF of the paper titled The limit shape of convex hull peeling, by Jeff Calder and 1 other authors.
J Calder, CK Smart. 31, 2020. An infinity Laplace equation with gradient term and mixed boundary conditions. S Armstrong, C Smart, S Somersille. Proceedings of ...
Citation. Download Citation. Jeff Calder. Charles K. Smart. "The limit shape of convex hull peeling." Duke Math. J. 169 (11) 2079 - 2124, 15 August 2020 ...
The overall goal of my research is to use the theory of partial differential equations (PDEs) and the calculus ... Mathematics and Statistics at Johns Hopkins ...
JEFF CALDER. Department of Mathematics, University ... We use viscosity solution theory to interpret the limiting partial differential equation. ... E-mail ...
Consistency of Lipschitz learning with infinite unlabeled data and finite labeled data. J Calder. SIAM Journal on Mathematics of Data Science 1 (4), 780-812, ...
Duration: 1:12:49
Posted: Jun 29, 2020
Posted: Jun 29, 2020
Missing: smart | Show results with:smart
Calder and C. K. Smart. The limit shape of convex ... Applied Math Seminar, Boeing Applied Math, November, 2023. ... • Spring 2024: Math 5466 – Mathematics of ...
Calder. The game theoretic p-Laplacian and semi-supervised learning with few labels. arXiv:1711.10144,. 2017. [12] J. Calder and C. K. Smart. The limit shape ...
