Dr Shengwen Wang

Shengwen Wang

Lecturer in Geometric Analysis

School of Mathematical Sciences
Queen Mary University of London

Publications

solid heart iconPublications of specific relevance to the Centre for Geometry, Analysis and Gravitation

2025

Relevant PublicationGang Z and Wang S (2025). Precise asymptotics near a generic S 1 × R 3 singularity of mean curvature flow. Nonlinear Analysis, Elsevier vol. 251 
01-02-2025

2024

Relevant PublicationNguyen HT and Wang S (2024). Quantization of the energy for the inhomogeneous Allen–Cahn mean curvature. Mathematische Annalen, Springer Nature vol. 390 (4), 6399-6457.  
14-06-2024

2023

Relevant PublicationThe Nguyen H and Wang S (2023). Second-Order Estimates for Transition Layers and a Curvature Estimate for the Parabolic Allen–Cahn. International Mathematics Research Papers, Oxford University Press, rnad269-rnad269.  
21-11-2023

2022

Relevant PublicationBernstein J and Wang S (2022). The level set flow of a hypersurface in $\mathbb{R}^4$ of low entropy does not disconnect. Communications in Analysis and Geometry, International Press vol. 29 (7), 1523-1543.  
17-05-2022

2021

Relevant PublicationMramor A and Wang S (2021). Low entropy and the mean curvature flow with surgery. Calculus of Variations and Partial Differential Equations, Springer vol. 60 (3), 96-96.  
27-04-2021

2018

Relevant PublicationWang S and Wang Y (2018). Integrability of scalar curvature and normal metric on conformally flat manifolds. Journal of Differential Equations, Elsevier vol. 265 (4), 1353-1370.  
01-08-2018
Relevant PublicationAllen B, Hernandez-Vazquez L, Parise D, Payne A and Wang S (2018). Warped tori with almost non-negative scalar curvature. Geometriae Dedicata, Springer Nature vol. 200 (1), 153-171.  
13-06-2018
Relevant PublicationMramor A and Wang S (2018). On the Topological Rigidity of Compact Self-shrinkers in ℝ3. International Mathematics Research Notices, Oxford University Press (OUP) vol. 2020 (7), 1933-1941.  
17-04-2018
Relevant PublicationWang S (2018). Round spheres are Hausdorff stable under small perturbation of entropy. Journal für die reine und angewandte Mathematik (Crelles Journal), De Gruyter vol. 2020 (758), 261-280.  
25-01-2018