Diophantine geometry and uniform growth of finite and infinite groups · 2014-lie-180
Combinatorial and Geometric Group Theory · ICM 2014: Diophantine geometry and uniform growth of finite and infinite groups
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Combinatorial and Geometric Group Theory · ICM 2014: Diophantine geometry and uniform growth of finite and infinite groups
Combinatorial and Geometric Group Theory · ICM 2014: Diophantine geometry and uniform growth of finite and infinite groups
Combinatorial and Geometric Group Theory · ICM 2014: Diophantine geometry and uniform growth of finite and infinite groups
Combinatorial and Geometric Group Theory · ICM 2014: Diophantine geometry and uniform growth of finite and infinite groups
Combinatorial and Geometric Group Theory · ICM 2014: Diophantine geometry and uniform growth of finite and infinite groups
Structure and Classification of Groups · ICM 1970: Identités dans les groupes
Transformation Groups and Homogeneous Spaces · ICM 2022: Lattice subgroups acting on manifolds
Combinatorial and Geometric Group Theory · ICM 2022: Asymptotic behaviors of random walks on countable groups
Lie Algebras and Lie Superalgebras · ICM 2018: Double Affine Grassmannians and Coulomb Branches of 3d N=4 Quiver Gauge Theories
Lie Algebras and Lie Superalgebras · ICM 2018: Double Affine Grassmannians and Coulomb Branches of 3d N=4 Quiver Gauge Theories
Lie Algebras and Lie Superalgebras · ICM 2018: Double Affine Grassmannians and Coulomb Branches of 3d N=4 Quiver Gauge Theories
Matrix Groups and Arithmetic Groups · ICM 2018: A view on invariant random subgroups and lattices
Representation Theory of Groups · ICM 2014: Some qualitative properties of branching multiplicities
Transformation Groups and Homogeneous Spaces · ICM 2022: Rigidity, lattices, and invariant measures beyond homogeneous dynam- ics
Lie Groups and Their Representations · ICM 2018: Hodge theory and cycle theory of locally symmetric spaces
Combinatorial and Geometric Group Theory · ICM 2018: Finitary approximations of groups and their applications
Lie Algebras and Lie Superalgebras · ICM 2010: Schur-Weyl Dualities and Link Homologies
Lie Groups and Their Representations · ICM 1970: I. M. GEL'FAND. - The cohomology of infinite dimensional Lie algebras; some questions of integral geometry
Homological and Categorical Group Theory · ICM 2022: Nathalie Wahl, Homological stability a tool for computations
Representation Theory of Groups · ICM 1998: The Abelian Defect Group Conjecture
Lie Groups and Their Representations · ICM 1998: Harmonic Analysis on Semisimple p-Adic Lie Algebras
Lie Algebras and Lie Superalgebras · ICM 2022: Combinatorics and Hodge theory
Locally Compact Groups and Their Representations · ICM 2022: Theta lifting and Langlands functoriality
Lie Groups and Their Representations · ICM 2022: Representations of reductive groups over local fields
Combinatorial and Geometric Group Theory · ICM 2022: On a curious problem and what it lead to