Institute of Mathematics

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Fall 23
MAT784
Seminar: Introduction to Knot Theory
Zeiten:
Di 13.00 - 14.45 Room: Y27H12 Seats: 50
Organized by
 Arno Wildi
A video description of the seminar.

Plan for the seminar

Talks

17.09.2024
Introduction and organization
Arno Wildi
Universität Zürich
24.09.2024
Definitions of knots and links I
Sanja Alisha Weber
24.09.2024
Definitions of knots and links II
Alicia Brockmöller
01.10.2024
Diagrams and the Reidemeister theorem
Mike Ineichen
08.10.2024
Operations on links and simple invariants
Liun Benjamin Grichting
15.10.2024
Fox n-colorings
Francine Chantal Diethelm
22.10.2024
Knot group
Leonie Schäppi
29.10.2024
Jones polynomial
Priscilla Leuenberger
05.11.2024
Tait conjecture
Linard Josias Cadisch
12.11.2024
Links and braids
Genti Morina
19.11.2024
Seifert surfaces
Martina Häberling
26.11.2024
Seifert matrix I
Flavio Giorgio Ripari
26.11.2024
Seifert matrix II
Carolina Barzasi
03.12.2024
Alexander polynomial and signature
Shuangyuan Li
10.12.2024
Skein polynomials
Ermira Shala
17.12.2024
Knots in cryptography
Manuella Desax

Module: MAT784 Seminar: Introduction to Knot Theory