Generator and relation ranks for finite-dimensional nilpotent Lie algebras.
Generators and relations of Abelian semigroups and semigroup rings.
Generators for finite groups with a unique minimal normal subgroup
Generators in the category of S-posets
The paper contains characterizations of generators and cyclic projective generators in the category of ordered right acts over an ordered monoid.
Generators of an orthogonal group over a finite field
Generators of Free Product with Amalgamation of two Infinite Cyclic Groups.
Generators of large subgroups of the unit group of integral group rings.
Generators of order two for and three of its double covers.
Generators of order two for and its two double covers.
Generators of the unitary group of characteristic 2.
Generic -coverings of finite groups of Lie type
Generic chain complexes and finite Coxeter groups.
Generic Fixed Point Free Action of Arbitrary Finite Groups.
Generic representations of orthogonal groups: projective functors in the category
We continue the study of the category of functors , associated to ₂-vector spaces equipped with a nondegenerate quadratic form, initiated in J. Pure Appl. Algebra 212 (2008) and Algebr. Geom. Topology 7 (2007). We define a filtration of the standard projective objects in ; this refines to give a decomposition into indecomposable factors of the first two standard projective objects in : and . As an application of these two decompositions, we give a complete description of the polynomial functors...
Generic result for the existence of a free semi-group
Genetický kód a teorie monoidů aneb 50 let od objevu struktury DNA
Genus sets and SNT sets of certain connective covering spaces
We study the genus and SNT sets of connective covering spaces of familiar finite CW-complexes, both of rationally elliptic type (e.g. quaternionic projective spaces) and of rationally hyperbolic type (e.g. one-point union of a pair of spheres). In connection with the latter situation, we are led to an independently interesting question in group theory: if f is a homomorphism from Gl(ν,A) to Gl(n,A), ν < n, A = ℤ, resp. , does the image of f have infinite, resp. uncountably infinite, index in...
Geodesic automation and growth functions for Artin groups of finite type.
Geodesic loops.
Geometric actions of surface groups on ...-trees.