
Boyu Zhang's Homepage - UMD
Boyu Zhang is a UMD mathematician working in low-dimensional topology, gauge theory, Floer homology, and symplectic topology.
Oct 21, 2026 · 15. Instanton homology and knot detection on thickened surfaces (with Zhenkun Li and Yi Xie), Selecta Math., 29, …
MSRI 2021 Gauge Theory in Geometry and Topology - UMD
MSRI 2021: An introduction to Yang-Mills equations Syllabus
ASSIGNMENT 3 Due on May 12th at 11 pm on Canvas.
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ASSIGNMENT 1 - UMD
ASSIGNMENT 1 Due on February 25th at 11 pm on Canvas.
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MATH 734: Algebraic Topology - UMD
Logistics Assignment 1
So [g:) has a subsequence that is weakly convergent in L ( and hence strongly convergent in LE) By the assumptions,
Abstract This is a survey surrounding Mostow’s rigidity theorem on hyper- bolic manifolds. We will present Mostow’s proof for the …
Abstract This note contains a proof for the hypoellipticity of admissible Folland-Stein heat operators. The techniques presented here …
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ASSIGNMENT 2 - UMD
ASSIGNMENT 2 Due on March 25th at 11 pm on Canvas.