Mathematics
Cohomologies
100%
Congruence Subgroup
82%
Matrix (Mathematics)
42%
Galois Representation
42%
Integer
28%
Eisenstein Series
21%
Modular Form
21%
Homology
21%
Cohomology Group
17%
Arithmetic Group
14%
Hecke Operator
14%
Compactifications
14%
General Linear Group
14%
Projective Geometry
14%
Galois Cohomology
14%
Hecke Algebras
10%
Sparse Matrix
10%
Polytope
9%
Betti Number
9%
Nonzero Entry
7%
Cohomology Class
7%
Principal Ideal Domain
7%
Automorphic Representation
7%
Number Theory
7%
Modular Symbol
7%
Homology Theory
7%
Keyphrases
Cohomology
57%
Galois Representations
28%
Congruence Subgroups
25%
GL(n)
25%
SL(n)
21%
Principal Congruence Subgroup
14%
Eisenstein Integers
14%
Arithmetic Groups
14%
Holomorphic Modular Forms
14%
Borel-Serre Compactification
14%
Torsion in the Cohomology
14%
General Linear Group
14%
Steinberg Module
14%
Sparse Integers
14%
Hecke
14%
Projective Geometry
14%
Three-dimensional (3D)
14%
Galois Cohomology
14%
Reduction Theory
14%
Combinatorial Invariants
14%
Hecke Algebras
10%
Arithmetic Subgroups
7%
Homogeneous Cones
7%
Automorphic Representations
7%
Hecke Module
7%
Torsion Group
7%
N-dimensional
7%
Galois Group
7%
Voronoi Complex
7%
Principal Ideal Domain
7%
Steinberg Representation
7%
Cuspidal Cohomology
7%
Siegel Modular Forms
7%
Frobenius Elements
7%
Free Abelian Group
7%
Finitely Generated Module
7%
Finders
7%
Voronoi Polyhedron
7%
Common Lisp
7%
Matrix Reduction
7%
Modular Symbols
7%