WebMinimal surfaces and the Allen–Cahn equation on 3-manifolds: index, multiplicity, and curvature estimates Pages 213-328 from Volume 191 (2024), Issue 1 by Otis Chodosh, Christos Mantoulidis Abstract The Allen–Cahn equation is a semilinear PDE which is deeply linked to the theory of minimal hypersurfaces via a singular limit. WebTOPICS IN DIFFERENTIAL GEOMETRY MINIMAL SUBMANIFOLDS MATH 286, SPRING 2014-2015 ... SPRING 2014-2015}, author={Christos Mantoulidis}, year={2015} } Christos Mantoulidis; Published 2015; Mathematics; 1. Background on the 2D mapping problem 2 1.1. Hopf differential 3 1.2. General existence theorem 4 2. Minimal submanifolds and …
The length spectrum of the 2-sphere via integrable PDE
WebChristos Nikolaidis - IB DP mathematics Mathematics IB Diploma Programme Lecture notes, exercises and tests for both IBDP math courses Math AA analysis and approaches Math AI applications and … WebChief Administrative Officer, Math Department : Anna Cusenza: [email protected] 340R Rowland Hall : Graduate Student: Graduate Student : Peter Abramovich: … thunderstorm tasmania
Christos Mantoulidis - The Mathematics Genealogy Project
WebCHRISTOS MANTOULIDIS Abstract. In this short note we see that double-well phase transitions exhibit more rigidity than their minimal hypersurface counterparts. 1. … WebChristos Mantoulidis (MIT) Abstract: We use a min-max procedure on the Allen-Cahn energy functional to construct geodesics on closed, 2-dimensional Riemannian … WebOct 14, 2016 · Jauregui J.L.: Fill-ins of nonnegative scalar curvature, static metrics and quasi-local mass. Pac. J. Math. 261(2), 417–446 (2013) Article MathSciNet MATH Google Scholar Lu, S.: On Weyl’s embedding problem in Riemannian manifolds. ... Christos Mantoulidis. Department of Mathematics, University of Miami, Coral Gables, FL, 33146, … thunderstorm thesaurus