AbstractWe describe the computation of the mod-2 cohomology rings of all 2328 groups of order 128. One consequence is that all groups of order less than 256 satisfy the strong form of Benson's Regularity Conjecture
This paper presents a commutative complex oriented cohomology theory with coefficients the quotient ...
We view strict ring spectra as generalized rings. The study of their algebraic K-theory is motivated...
We establish a criterion for the strong F-regularity of a (non-Gorenstein) Cohen-Macaulay reduced co...
AbstractWe describe the computation of the mod-2 cohomology rings of all 2328 groups of order 128. O...
AbstractWe want to calculate generators and relations for the mod- p cohomology rings of finite grou...
AbstractWe describe a method for computing presentations of cohomology rings of small finite p-group...
Abstract. Using the Carlson’s functions on calculating the cohomology of p-groups, we obtain the coh...
In this paper, we provide number-theoretic formulas for Farrell–Tate cohomology for SL_2 over rings ...
peer reviewedIn this paper, we provide number-theoretic formulas for Farrell–Tate cohomology for SL_...
AbstractA computer assisted determination of the 2328 groups of order 128 and of their 115 isoclinis...
Symonds' proof of Benson's regularity conjecture implies that the regularity of the cohomology of a ...
AbstractWe show that the Eisenbud–Goto conjecture holds for (homogeneous) seminormal simplicial affi...
We introduce a criterion on the presentation of finitely presented pro-$p$ groups which allows us to...
We improve homology stability ranges for elementary and special linear groups over rings with many u...
AbstractThe category of discourse is Arf, consisting of archimedean f-rings with identity and ℓ-homo...
This paper presents a commutative complex oriented cohomology theory with coefficients the quotient ...
We view strict ring spectra as generalized rings. The study of their algebraic K-theory is motivated...
We establish a criterion for the strong F-regularity of a (non-Gorenstein) Cohen-Macaulay reduced co...
AbstractWe describe the computation of the mod-2 cohomology rings of all 2328 groups of order 128. O...
AbstractWe want to calculate generators and relations for the mod- p cohomology rings of finite grou...
AbstractWe describe a method for computing presentations of cohomology rings of small finite p-group...
Abstract. Using the Carlson’s functions on calculating the cohomology of p-groups, we obtain the coh...
In this paper, we provide number-theoretic formulas for Farrell–Tate cohomology for SL_2 over rings ...
peer reviewedIn this paper, we provide number-theoretic formulas for Farrell–Tate cohomology for SL_...
AbstractA computer assisted determination of the 2328 groups of order 128 and of their 115 isoclinis...
Symonds' proof of Benson's regularity conjecture implies that the regularity of the cohomology of a ...
AbstractWe show that the Eisenbud–Goto conjecture holds for (homogeneous) seminormal simplicial affi...
We introduce a criterion on the presentation of finitely presented pro-$p$ groups which allows us to...
We improve homology stability ranges for elementary and special linear groups over rings with many u...
AbstractThe category of discourse is Arf, consisting of archimedean f-rings with identity and ℓ-homo...
This paper presents a commutative complex oriented cohomology theory with coefficients the quotient ...
We view strict ring spectra as generalized rings. The study of their algebraic K-theory is motivated...
We establish a criterion for the strong F-regularity of a (non-Gorenstein) Cohen-Macaulay reduced co...
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