Program
The organized courses will be held by experts with a great international reputation in the branches of the computational topology, and they offer complementary competences and experiences from a theoretical and applicative point of view.
| Monday 9/2 | Tuesday 10/2 | Wednesday 11/2 | Thursday 12/2 | Friday 13/2 | |
| 9:00-9:45 |
Generalized Persistent Homologies: G-invariant and Multi-Dimensional Persistence |
Generalized Persistent Homologies: G-invariant and Multi-Dimensional Persistence |
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| 10:00-10:45 | |||||
| Coffee Break | |||||
| 11:15-12:00 |
Generalized Persistent Homologies: G-invariant and Multi-Dimensional Persistence |
Generalized Persistent Homologies: G-invariant and Multi-Dimensional Persistence |
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| 12:15-13:00 | |||||
| Lunch | |||||
| 14:30-15:30 |
Title: 3D shape analysis for face reading
Title: Techniques of counting homologies used in derived cathegories |
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| 15:30-16:30 |
Title: Perfect discrete Morse functions on connected sums
Title: Estimating the discrete Lusternik-Schnireimann category
Title: Cech homology from finite approximations
Title: Betti posets of monomial ideals and rigid deformation |
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| 16:30-17:30 |
Title: Inducing a map on homology from a correspondence
Title: The higher topological complexity of subcomplexes of products of spheres and related
Title: Persistence and Links |
Poster Session |
The School features three tutorials, each of of eight hours:
Two featured talks:
