Geodesic

Modules and representations

Sommaire

On relations between the Hecke rings of groups $\mathrm{Sp}_n$ and $\mathrm{SL}_n$
p. 5-15
Generators of the group of principal units of a~cyclic $p$-extension regular local field
p. 16-23
The representation type of finite groups
p. 24-41
On some subgroups of the general linear group
p. 42-46
On the enumeration of finite topologies
p. 47-65
Parabolic subgroups of the general linear group over Dedekind domain of arithmetic type
p. 66-79
The ring of integers in an abelian extention of an algebraic number field as a~Galois module
p. 80-84
On an Eisenatein series of genus~2
p. 85-95
The ramification groups of infinite $p$-extensions of a~local field
p. 96-132
Universally concordant Galois extensions
p. 133-152
Some examples of non-monomial linear groups without transvections
p. 153-154
On the concordance condition in the Galois imbedding problem
p. 155-162
On the aplication of computer to proof a~Minkowski a~conjecture in geometry of number
p. 163-180
The representations of poly-quiver of tame type
p. 181-206
On the characters of finite inverse semigroups
p. 207-215
Quadratic modules and ortogonal group over polynomial rings
p. 216-250
Universal norms in $\Gamma$-extensions
p. 251-255
On the Euler--Poincare characteristic of pro-$p$-groups
p. 256-258
О~модулях над кольцами со степенным базисом
p. 259-281