YoVDO

Khovanov Homology and the Cinquefoil

Offered By: Institut Henri Poincaré via YouTube

Tags

Knot Theory Courses Algebraic Topology Courses Homotopy Theory Courses Khovanov Homology Courses Knot Invariants Courses

Course Description

Overview

Save Big on Coursera Plus. 7,000+ courses at $160 off. Limited Time Only!
Explore a comprehensive lecture on Khovanov homology and its application to the (2,5) torus knot, also known as the cinquefoil. Delve into the intricate proof presented by Steven Sivek from Imperial College London, in collaboration with John Baldwin and Ying Hu. Discover how Khovanov homology can detect this specific torus knot without relying on knot Floer homology. Examine the integration of advanced concepts in Floer homology and recent developments in Khovanov homology and homotopy. Gain insights into this complex mathematical topic through a 59-minute presentation at the Institut Henri Poincaré, suitable for those with a strong background in advanced topology and knot theory.

Syllabus

Khovanov homology and the cinquefoil


Taught by

Institut Henri Poincaré

Related Courses

Knot Polynomials from Chern-Simons Field Theory and Their String Theoretic Implications by P. Ramadevi
International Centre for Theoretical Sciences via YouTube
The Beauty of Braids - From Knot Invariants to Higher Categories
International Mathematical Union via YouTube
Low Dimensional Topology and Circle-Valued Morse Functions
IMSA via YouTube
25.03.2020 Ф.Г. Кораблёв - Автоморфизмы раскрасок и инварианты узлов
QuantumTopology via YouTube
Knot Invariants Arising from Homological Operations on Khovanov Homology
QuantumTopology via YouTube