Add to ORKGGross and Hopkins have proved that in chromatic stable homotopy, Spanier- Whitehead duality nearly coincides with Brown-Comenetz duality. We give a conceptual interpretation of this phenomenon in terms of a Gorenstein condition [8] for maps of ring spectra
Let $R$ be a general ring. Duality pairs of $R$-modules were introduced by Holm-Jørgensen. Most exam...
AbstractWe introduce a notion of Gorenstein algebras of codimension c and demonstrate that Serre dua...
There is a growing body of research concerned with extending the rich theory of commutative Gorenste...
Gross and Hopkins have proved that in chromatic stable homotopy, Spanier-Whitehead duality nearly co...
Gross and Hopkins have proved that in chromatic stable homotopy, Spanier- Whitehead duality nearly c...
AbstractWe give a new and simpler proof of a result of Hopkins and Gross relating Brown-Comenetz dua...
In this paper we take some classical ideas from commutative algebra, mostly ideas involving duality,...
AbstractWe apply ideas from commutative algebra, and Morita theory to algebraic topology using ring ...
This thesis concerns the study of two flavours of duality that appear in stable homotopy theory and ...
We consider the Gorenstein condition for topological Hochschild homology, and show that it holds rem...
In this paper we study the finiteness of global Gorenstein AC-homological dimensions for rings, and ...
Following Hu and Kriz, we study the C 2 -spectra BPℝ⟨n⟩hni and Eℝ(n) that refine the usual truncated...
We introduce a notion of Gorenstein algebras of codimension c and demonstrate that Serre duality the...
AbstractWe develop a duality theory for localizations in the context of ring spectra in algebraic to...
AbstractWe will study homological properties of noetherian rings. As a bridge between the n-Gorenste...
Let $R$ be a general ring. Duality pairs of $R$-modules were introduced by Holm-Jørgensen. Most exam...
AbstractWe introduce a notion of Gorenstein algebras of codimension c and demonstrate that Serre dua...
There is a growing body of research concerned with extending the rich theory of commutative Gorenste...
Gross and Hopkins have proved that in chromatic stable homotopy, Spanier-Whitehead duality nearly co...
Gross and Hopkins have proved that in chromatic stable homotopy, Spanier- Whitehead duality nearly c...
AbstractWe give a new and simpler proof of a result of Hopkins and Gross relating Brown-Comenetz dua...
In this paper we take some classical ideas from commutative algebra, mostly ideas involving duality,...
AbstractWe apply ideas from commutative algebra, and Morita theory to algebraic topology using ring ...
This thesis concerns the study of two flavours of duality that appear in stable homotopy theory and ...
We consider the Gorenstein condition for topological Hochschild homology, and show that it holds rem...
In this paper we study the finiteness of global Gorenstein AC-homological dimensions for rings, and ...
Following Hu and Kriz, we study the C 2 -spectra BPℝ⟨n⟩hni and Eℝ(n) that refine the usual truncated...
We introduce a notion of Gorenstein algebras of codimension c and demonstrate that Serre duality the...
AbstractWe develop a duality theory for localizations in the context of ring spectra in algebraic to...
AbstractWe will study homological properties of noetherian rings. As a bridge between the n-Gorenste...
Let $R$ be a general ring. Duality pairs of $R$-modules were introduced by Holm-Jørgensen. Most exam...
AbstractWe introduce a notion of Gorenstein algebras of codimension c and demonstrate that Serre dua...
There is a growing body of research concerned with extending the rich theory of commutative Gorenste...