Zhenkun Li. Assistant Professor. Contact. Office: CMC 324. Phone: (813) 396-2619. Email · Curriculum Vitae · Website. Education. Ph.D., Mathematics Zhenkun Li is a professor in the Mathematics department at University of South Florida - see what their students are saying about them or leave a rating
Mod-01 Lec-34 Annual Lecture Series in Topology and Geometry in memory of Prof. Alexander Zabrodsky 2022 Title: Instanton Floer homology
Tomasz Mrowka - Deformations of Instanton Homologies for Knots and Webs Heegaard Floer homology and topology in dimensions 3.5 - 2
Steven Sivek : Small Dehn surgery and SU(2) Instanton Floer Theory -1: A crash course on Morse Theory Zhenkun Li sopke about Instanton Floer theory for (1,1) knots.
This is the second part of a talk at NCNGT2021: In this talk, I'll provide an upper Plenary talk at the International Seminar-Type Online Workshop on Topological Solitons. The slide is placed at the workshop
我2020年在麻省理工学院取得博士学位,博士导师是Tomasz Mrowka教授。 海淀区中关村东路55号,北京,中国. Copyright @ 2025 Zhenkun Li. All rights reserved. Equivariant singular instanton homology, II: Intro to constructions (Chris Scaduto)
Boyu Zhang's Homepage Frontiers in Geometry and Topology Summer School | (smr 3648) Speaker: Jen HOM (Georgia Tech, USA)
Josè Francisco Morales Lecture V Conference:Low Dimensional Topology & Circle-valued Morse Functions, Zhenkun Li, Stanford University SU(2) Representations of Three-Manifold groups
Given a 3-manifold Y, a natural question for a gauge theorist is whether there are any homomorphisms $\pi_1(Y) \to SU(2)$ with Various equations of D-instantons: math connections with MRB Constant, Number Theory, String Theory [NCNGT2021] Dimension bounds on sutured instanton homology, part II
Zhenkun Li at University of South Florida | Rate My Professors Zhenkun Li's Homepage Diagramme de Heegaard L(5,1)
Subject: Physics Courses: Classical Field Theory. Cette animation est tirée de la page Zhenkun Li - Google Scholar
Zhenkun Li, Stanford University: A Surgery Formula in Instanton Floer Theory Instanton Floer homology is introduced by Floer in In this video, we analyze various equations of D-instantons. We describe the possible mathematical connections with the MRB
Nikita Nekrasov: "Introduction to instanton calculus" Title:Classification of tight contact structures on a solid torus. Authors:Zhenkun Li, Jessica J. arXiv:2006.16461 [math.GT]. (or arXiv Program: Quantum Fields, Geometry and Representation Theory ORGANIZERS : Aswin Balasubramanian, Saurav Bhaumik,
Classical Field Theory by Prof. Suresh Govindarajan,Department of Physics,IIT Madras.For more details on NPTEL visit Abstract: The Gamma-invariant introduced in part I of this series is one of several outputs from equivariant singular instanton Floer
Department of Mathematics and Statistics, USF - Cited by 255 - Low dimensional topology Zhenkun Li - The Mathematics Genealogy Project
Harvard University Knot homologies in monopole and instanton theories via sutures 2-torsion in instanton Floer homology
Instantons and Monopoles (Lecture 2) by Sergey Cherkis Authors:Zhenkun Li. View a PDF of the paper titled Knot homologies in monopole and instanton theories via sutures, by Zhenkun Li. View PDF. Zhenkun Li, MathSciNet, Ph.D. Massachusetts Institute of Technology 2020 UnitedStates, Dissertation: Contributions to sutured monopole and sutured instanton
Joint with Zhenkun Li, submitted, arXiv:2405.16252 || PDF. [2] Knot surgery formulae for instanton Floer homology II: applications. Joint with Zhenkun Li, Math. Classification of tight contact structures on a solid torus June 28, 2018 - This talk was part of the 2018 RTG mini-conference Low-dimensional topology and its interactions with symplectic
Diagramme de Heegaard L(5,2) Breaking Instantons to Monopoles by Kimyeong Lee on 25 September 2023
Zhenkun Li - Tampa Deeparaj Bhat (MIT) By the resolution of the Poincare conjecture in 3D, we know that the only closed three-manifold with trivial 11 12 20GTV
Title:2-torsion in instanton Floer homology. Authors:Zhenkun Li, Fan Ye Geometric Topology (math.GT); Differential Geometry (math.DG). Zhenkun Li and Yi Xie) accepted by Algebr. Geom. Topol. arXiv. Instanton Math. 29, Article number: 84 (2023) journal, arXiv. A note on the existence Lecture by Deeparaj Bhat (MIT) delivered at IISc on January 09, 2023.
(1) Instantons in gauge theories: solutions of Euclidean equations of motion. (2) Saddle points of path integrals. Instantons as Instantons - III
Zabrodsky Lecture 1: Instanton Floer homology for 3 manifold with boundary – Kenji Fukaya – 24.03.22