Seminario Teoría de Grupos
Locally elliptic actions on small cancellation complexes
Ponente: Karlo Duda (Universidad del País Vasco)Fecha: miércoles 26 de noviembre de 2025 - 16:30Lugar: Aula Naranja, ICMAT
Resumen:
Classical and graphical complexes satisfying small cancellation conditions are
one of examples of nonpositively curved spaces. It is conjectured that every locally
elliptic action of a finitely generated group on a finite-dimensional nonpositively curved
complex is elliptic. We show some results concerning this conjecture in the cases of classical and graphical small cancellation complexes.
This is based on joint works with Martin Blufstein and Huaitao Gui.
