AbstractGiven a Zp-P.I. algebra A such that A = BpB for some torsion free Z algebra B, we relate the modular cocharacters of A with the ordinary cocharacters of Q⊗ZB. Related questions about torsion for T ideals in Z〈x〉 are also studied
This thesis aims to provide an introduction to the modular representation theory of algebraic Cheval...
2010 Mathematics Subject Classification: Primary: 16R10, Secondary: 16W55.The main purpose of this p...
ABSTRACT. We discuss two versions of a conjecture attributed to M. Barr. The Harrison cohomology of ...
AbstractGiven a Zp-P.I. algebra A such that A = BpB for some torsion free Z algebra B, we relate the...
AbstractAll PI-algebras R satisfy identities of the form: f∗[x, y] = Σ ασxσ(1)y1xσ(2)y2 … yn − 1xσ(n...
Abstract(a) The multiplicities mλ in the cocharacter χn(A) of (any P.I. algebra A) are polynomially ...
For any prime number p, let Γn, p denote the congruence subgroup of SLn(ℤ) of level p, i.e. the kern...
We begin a study of torsion theories for representations of finitely generated algebras U over a fie...
AbstractWe begin a study of torsion theories for representations of finitely generated algebras U ov...
We fix a prime number $p$ and $\K$ a number field, we denote by $M$ the maximal abelian $p$-extensio...
In the integral cohomology ring of the classifying space of the projective linear group $PGL_n$ (ove...
In this paper we study Chow motives whose identity map is killed by a natural number. Examples of su...
In this paper we study Chow motives whose identity map is killed by a natural number. Examples of su...
AbstractWe study the conditions when a cocommutative Hopf algebra of prime characteristic has a poly...
We consider the generalised Jacobian $J_{0}(N)_{\mathbf{m}}$ of the modular curve $X_{0}(N)$ of leve...
This thesis aims to provide an introduction to the modular representation theory of algebraic Cheval...
2010 Mathematics Subject Classification: Primary: 16R10, Secondary: 16W55.The main purpose of this p...
ABSTRACT. We discuss two versions of a conjecture attributed to M. Barr. The Harrison cohomology of ...
AbstractGiven a Zp-P.I. algebra A such that A = BpB for some torsion free Z algebra B, we relate the...
AbstractAll PI-algebras R satisfy identities of the form: f∗[x, y] = Σ ασxσ(1)y1xσ(2)y2 … yn − 1xσ(n...
Abstract(a) The multiplicities mλ in the cocharacter χn(A) of (any P.I. algebra A) are polynomially ...
For any prime number p, let Γn, p denote the congruence subgroup of SLn(ℤ) of level p, i.e. the kern...
We begin a study of torsion theories for representations of finitely generated algebras U over a fie...
AbstractWe begin a study of torsion theories for representations of finitely generated algebras U ov...
We fix a prime number $p$ and $\K$ a number field, we denote by $M$ the maximal abelian $p$-extensio...
In the integral cohomology ring of the classifying space of the projective linear group $PGL_n$ (ove...
In this paper we study Chow motives whose identity map is killed by a natural number. Examples of su...
In this paper we study Chow motives whose identity map is killed by a natural number. Examples of su...
AbstractWe study the conditions when a cocommutative Hopf algebra of prime characteristic has a poly...
We consider the generalised Jacobian $J_{0}(N)_{\mathbf{m}}$ of the modular curve $X_{0}(N)$ of leve...
This thesis aims to provide an introduction to the modular representation theory of algebraic Cheval...
2010 Mathematics Subject Classification: Primary: 16R10, Secondary: 16W55.The main purpose of this p...
ABSTRACT. We discuss two versions of a conjecture attributed to M. Barr. The Harrison cohomology of ...
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