
Explore CAT(0) cube complexes in this introductory minicourse, delving into fundamental concepts and applications in geometric group theory.

Explorez les conditions conjecturales impliquant qu'un groupe est le groupe fondamental d'une 3-variété compacte, en examinant les conjectures de Cannon et Wall ainsi que leurs interconnexions.

Explore connections between geometry and arithmeticity of hyperbolic orbifolds using fc-subspaces. Learn about new arithmeticity criteria and applications to reflection groups and hyperbolic link complements.

חקור את תורת החבורות הגיאומטרית עם פרופ' יהודה שלום בהרצאה מעמיקה מאוניברסיטת תל אביב. גלה תובנות מתקדמות בתחום מתמטי חשוב זה.

Explore ultraslow dynamics, fragile fragmentation, and exotic entanglement in quantum systems. Discover unusual approaches to equilibrium and unique entanglement properties in ground states of two-dimensional models.

Explore geometric group theory and hyperbolicity in mathematics with Ruth Charney's insightful lecture, covering key concepts and their applications in various geometric spaces.

Explore Dehn-filling-like quotients of mapping class groups, examining their algebra and geometry, inspired by Thurston's hyperbolic Dehn filling theorem.

Explore cube complexes and their application to block mapping class groups, examining finiteness properties and connections to Thompson's groups in surface topology.

Explore the classification of mapping classes for infinite-type surfaces in this advanced mathematical lecture by Federica Fanoni at CIRM's thematic meeting.

Explore percolation theory on groups, examining uniqueness and non-uniqueness of infinite clusters and their connections to group-theoretic concepts.

Explore extensions of 1-cocycles from mapping class groups to Ptolemy groupoids, delving into algebraic topology and Grothendieck-Teichmüller theory.

Explore mapping class groups of infinite-type surfaces and their actions on hyperbolic graphs in this advanced mathematical lecture by Priyam Patel.

Explore Margulis-Zimmer's super-rigidity theorem in mathematics, delving into its implications and applications in group theory and geometry.

Delve into advanced group theory concepts exploring train track automata, outer automorphisms of free groups, and geodesics in outer space through rigorous mathematical analysis and theoretical frameworks.