RIESER, ANTONIO PETER
MATEMÁTICAS · Nivel 1
Applied Topology
Data Analysis
Homotopy Theory
Spectral Geometry
Spectral Graph Theory
Symplectic Topology
Stochastic Topology
Desde 2015 es SECIHTI Investigador por México en Centro de Investigacion en Matemáticas
Información*
| Nombre | ANTONIO PETER RIESER |
|---|---|
| Área | FÍSICO-MATEMÁTICAS Y CIENCIAS DE LA TIERRA |
| Campo | MATEMÁTICAS |
| Disciplina | TOPOLOGÍA |
| Especialidad | TOPOLOGICALDATAANALYSIS |
| CVU | 689392 |
| Institución | |
|---|---|
| Dependencia | NO APLICA |
| Entidad | NO APLICA |
| Nivel | 1 |
| Vigencia | Inicio: 01/01/2022 |
| Fin: 31/12/2026 |
* Información del primer trimestre de 2026.
Fuente: SECIHTI.
Publicaciones ORCID
- 2025
- Semi-coarse spaces, homotopy and homology Advances in Applied Mathematics
- 2023
- A New Construction of the Vietoris-Rips Complex
- 2022
- Cofibration and Model Category Structures for Discrete and Continuous Homotopy
- 2021
- Kunneth Theorems for Vietoris-Rips Homology [in press]
- Grothendieck Topologies and Sheaves on Čech closure spaces
- Čech closure spaces: A unified framework for discrete and continuous homotopy Topology and its Applications
- A Topological Approach to Spectral Clustering Foundations of Data Science
- 2020
- Vietoris-Rips Homology Theory for Semi-Uniform Spaces
- Coisotropic Hofer-Zehnder Capacities and Non-Squeezing for Relative Embeddings Journal of Symplectic Geometry
- 2014
- Lagrangian Blow-ups, Blow-downs, and Applications to Real Packing Journal of Symplectic Geometry
