This webpage hosts the XXV edition of the "Lluís Santaló" School of Mathematics, focusing on Geometric Group Theory. This prestigious series is jointly organized by the Real Sociedad Matemática Española (RSME) and the Universidad Internacional Menéndez Pelayo (UIMP).

The school covers contemporary advancements in the field and is specifically designed for early-career researchers (PhD and Master’s students), as well as mathematicians seeking an introduction to the topic.

Program Structure:

• Two Mini-courses: 5 hours each, providing foundational depth.

• Five Advanced Talks: 2 hours each, exploring specialized research areas.

Organizers: Yago Antolín and Conchita Martinez

Mini Courses:

• Claudio Llosa Isenrich:  Finiteness properties, Morse theory and subgroups of hyperbolic groups

• Kasia Jankiewicz:

Advanced talks:

• Macarena Arenas: (Classical & Cubical) Small Cancellation

• Laura Ciobanu: Equations in groups

• Sam Fisher: Special coherent groups

• Robert Kropholler:

• Olga Varghese: Algebraic, geometric and profinite properties of Dyer groups