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ETEX01 Program
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The contents of the course is presented in ten 90 minutes lectures.
Exercises are found in the virtual aula of the course. There is no schedule for the
virtual teaching.
- Introduction to Topology. Complexes
Code Calculating Cech Complexes - Simplicial Complexes and Data Clouds >
- Simplicial Homology
- Persistent Homology I. Examples
- Persistent Homology II
Code Computing Persistent Modules
Code Computing Persistent diagrams - Discrete Morse Theory
Code to calculate the Morse Complex
Code Computing Persistent Homology via Discrete Morse Complexes - Geometric Structure of Convex Bodies (Tatiana Tchemisova).
- Morse Homology and The Stability Theorem
- The stability Theorem in Zigzag Persistent Homology
- Some Examples and Applications
Vectorising Persistent Diagrams
Representing Persistent Diagrams
Sidansvarig: milagros.izquierdo@liu.se
Senast uppdaterad: 2024-09-13