Mean curvature flow
Singularities and self-similar solutions, entropy, and the topology of hypersurfaces evolving by mean curvature.
My name is Shengwen Wang (王盛文). I am a lecturer at Queen Mary University of London. Previously, I completed my PhD at Johns Hopkins University in 2018 supervised by Jacob Bernstein.
Geometry and analysis
Understanding how singularities form, and how geometry can be recovered through regularity theory.
Singularities and self-similar solutions, entropy, and the topology of hypersurfaces evolving by mean curvature.
Allen–Cahn, Ginzburg–Landau and Abelian Yang–Mills–Higgs equations, and their connections to minimal surfaces.
Entropy and geometric stability, curvature, and the relationship between analytic bounds and the shape of a space.
15 works
Preprint · arXiv:2611.06678
Preprint · arXiv:2611.02829
Preprint · arXiv:2604.19542
Nonlinear Analysis 251, 113679 (2025)
Mathematische Annalen 390, 6399–6457 (2024)
International Mathematics Research Notices 2024, 6759–6789
Communications in Analysis and Geometry 29, 1523–1543 (2021)
Calculus of Variations and Partial Differential Equations 60, Article 96 (2021)
Journal für die reine und angewandte Mathematik 758, 261–280 (2020)
International Mathematics Research Notices 2020, 1933–1941
Preprint · arXiv:2010.12378
Proceedings of the John H. Barrett Memorial Lectures 2018, De Gruyter Proceedings in Mathematics (2020)
Geometriae Dedicata 200, 153–171 (2019)
Journal of Differential Equations 265, 1353–1370 (2018)
Doctoral dissertation · Johns Hopkins University (2018)
No works match your search. Try another title, collaborator or year.
SEF041 · Queen Mary University of London
LTCC · London Mathematical Society
MTH 6151 · Queen Mary University of London
MTH 5113 · Queen Mary University of London
MTH 6151 · Queen Mary University of London · Autumn terms
MA4C0 · University of Warwick
LTCC · London (online)
Math 590F · Binghamton University
Math 371 · Binghamton University · Autumn 2018 and Spring 2019
School of Mathematical Sciences
Queen Mary University of London
Mathematical Sciences Building · Room MB-B14
Mile End Road, London E1 4NS, United Kingdom