Authors · who works on what

Long-time existence & convergence researchers

When a flow exists for all time, how to extend it, and what it converges to. On this site, 296 people have written on long-time existence & convergence, across 213 papers collected from arXiv. New to it? Read the long-time existence & convergence guide first.

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Written by hand

Longer profiles

Kyeongsu ChoiStudies singularities of curvature flows: ancient solutions, the mean convex neighbourhood conjecture in R^3, and roundness under Gauss curvature flow.
Man-Chun LeeBuilds Ricci flows from rough or pinched data: Hamilton's pinching conjecture, collapsing Kähler–Ricci flows and scalar curvature rigidity.
Jeffrey StreetsIntroduced pluriclosed flow with Gang Tian and developed generalized Ricci flow, carrying Hamilton's and Perelman's methods into non-Kähler geometry.
Yong WeiUses curvature flows to prove Alexandrov–Fenchel inequalities in hyperbolic space and the sphere, and proved stability for the G2 Laplacian flow.
Peibiao ZhaoProves sharp Michael–Simon inequalities in hyperbolic space by curvature flow, solves Minkowski-type problems, and carries flows into the Heisenberg group.

On this site

Most papers

Who has the most papers here tagged long-time existence & convergence. The count covers only what is collected on this site, mostly since 2021, and tags are assigned automatically, so it reflects activity here and nothing wider.

1
Xu XuNP-RC-361745iDDiscrete & graph Ricci · Surfaces
1111 papers, 2 in 2021, 2 in 2022, 3 in 2023, 1 in 2024, 2 in 2025, 1 in 2026
2
Yong WeiNP-RC-453932iDOther curvature flows · Long-time existence & convergence
88 papers, 2 in 2022, 2 in 2024, 4 in 2026
3
Zhizhang WangNP-RC-344835Self-shrinkers & translators · Other curvature flows
66 papers, 2 in 2022, 1 in 2024, 1 in 2025, 2 in 2026
3
Chao ZhengNP-RC-370107iDDiscrete & graph Ricci · Surfaces
66 papers, 1 in 2022, 3 in 2023, 1 in 2024, 1 in 2025
5
Peibiao ZhaoNP-RC-789360iDGauss curvature flow · Other curvature flows
55 papers, 1 in 2021, 1 in 2022, 1 in 2023, 2 in 2025
6
Esther Cabezas-RivasNP-RC-923322iDVolume-preserving & constrained flows · Long-time existence & convergence
44 papers, 1 in 2022, 3 in 2026
6
Daniele De GennaroNP-RC-377551iDAnisotropic & nonlocal flows · Volume-preserving & constrained flows
44 papers, 2 in 2022, 1 in 2023, 1 in 2025
6
Anna KubinNP-RC-201299iDVolume-preserving & constrained flows · Long-time existence & convergence
44 papers, 2 in 2022, 1 in 2023, 1 in 2025
6
Guanghan LiNP-RC-080585Gauss curvature flow · Anisotropic & nonlocal flows
44 papers, 3 in 2022, 1 in 2026
6
Haozhao LiNP-RC-037438Kähler–Einstein & K-stability · Scalar curvature
44 papers, 1 in 2023, 1 in 2025, 2 in 2026
6
Tianci LuoNP-RC-016214Curvature pinching · Other curvature flows
44 papers, 4 in 2026
6
Jeffrey StreetsNP-RC-321055iDGeneralized & G₂ flows · Kähler geometry
44 papers, 1 in 2021, 1 in 2022, 1 in 2024, 1 in 2025
6
Bo YangNP-RC-504259Geometric inequalities · Volume-preserving & constrained flows
44 papers, 2 in 2022, 1 in 2023, 1 in 2024
6
Yunyan YangNP-RC-321543iDDiscrete & graph Ricci · Long-time existence & convergence
44 papers, 2 in 2024, 2 in 2026
6
Kai ZhengNP-RC-764164iDKähler–Einstein & K-stability · Other curvature flows
44 papers, 1 in 2023, 3 in 2026
6
Rong ZhouNP-RC-583223Other curvature flows · Curvature pinching
44 papers, 4 in 2026