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Actividades Académicas
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XXV School of Mathematics «Lluis Santaló». Advanced School in Geometric Group Theory

Información General

Matrícula

Matrícula online

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Información General

Tutorial solicitud de matrícula y normativa

PROGRAMA

Programa
Código
666Q
Horas

Fecha
29 Jun 2026
03 Jul 2026
Precio
157,5 € Tarifa C
Tipo
Escuela
Temática
Ciencias y Tecnología
ECTS
2,5

Sede donde se gestiona

Santander

Lugar de impartición

Santander - Península de la Magdalena

Dirección

Yago Antolín Pichel
Universidad Complutense de Madrid

Concepción Martínez Pérez
Universidad de Zaragoza

ORGANIZADO EN COLABORACIÓN CON


ORGANIZADO EN COLABORACIÓN CON

COLABORACIÓN


COLABORACIÓN

Descripción de la actividad

Geometric Group Theory aims to study groups through their actions on spaces—typically, but not exclusively, of non-positive curvature. While the works of Gromov and Thurston in the 1980s are considered the foundations of the field, its origins can be traced back to Max Dehn in the 1920s, when he formulated the three fundamental decision problems in group theory.

There is a remarkable number of connections between this field and other areas of mathematics. Furthermore, it has played a fundamental role in the recent solution of the Virtual Haken Conjecture and in the Tarski problems concerning first-order logic.

The school will focus on new trends in geometric group theory. These topics will be presented through two five-hour courses and five two-hour advanced talks. The program aims to train both national and international Ph.D. students, as well as young researchers with interdisciplinary interests in mathematics.

Participantes

DIRECCIÓN

Yago Antolín Pichel
Universidad Complutense de Madrid

Concepción Martínez Pérez
Universidad de Zaragoza

PARTICIPANTES

Laura Ciobanu
Technical University Berlin

Samuel Fisher
ICMAT

Kasia Jankiewicz
University of California Santa Cruz

Robert Kropholler
Warwick University

Claudio Llosa Isenrich
Karlsruhe Institute of Technology

Macarena Arenas
Cambridge University

Olga Varghese
University of Münster

Programa

Lunes, 29 Junio 2026

10:00
Inauguración
10:30
Finiteness properties, Morse theory and subgroups of hyperbolic groups I
Claudio Llosa Isenrich
11:30
Artin and Coxeter groups I
Kasia Jankiewicz
13:00
Algebraic, geometric and profinite properties of Dyer groups I
Olga Varghese
15:30
Equations in groups I
Laura Ciobanu
16:30
Homological Dehn functions I
Robert Kropholler

Martes, 30 Junio 2026

09:30
Artin and Coxeter groups II
Kasia Jankiewicz
11:30
Finiteness properties, Morse theory and subgroups of hyperbolic groups II
Claudio Llosa Isenrich
12:30
(Clasical & Cubical) Small Cancellation I
Macarena Arenas
15:30
Special coherent groups I
Samuel Fisher
16:30
Lightning talks

Miércoles, 1 Julio 2026

09:30
Finiteness properties, Morse theory and subgroups of hyperbolic groups III
Claudio Llosa Isenrich
11:00
Artin and Coxeter groups III
Kasia Jankiewicz
12:30
Special coherent groups II
Samuel Fisher

Jueves, 2 Julio 2026

09:30
Artin and Coxeter groups IV
Kasia Jankiewicz
11:00
Finiteness properties, Morse theory and subgroups of hyperbolic groups IV
Claudio Llosa Isenrich
12:30
Homological Dehn functions II
Robert Kropholler
15:30
Equations in groups II
Laura Ciobanu
16:30
Algebraic, geometric and profinite properties of Dyer groups II
Olga Varghese

Viernes, 3 Julio 2026

09:30
Finiteness properties, Morse theory and subgroups of hyperbolic groups V
Claudio Llosa Isenrich
11:00
Artin and Coxeter groups V
Kasia Jankiewicz
12:30
(Clasical & Cubical) Small Cancellation II
Macarena Arenas