AbstractWe study the categories of discrete modules for topological rings arising as the rings of operations in various kinds of topological K-theory. We prove that for these rings the discrete modules coincide with those modules which are locally finitely generated over the ground ring
AbstractLetAbe a three dimensional Artin–Schelter regular algebra. We give a description of the cate...
Zhe H. The homotopy categories of injective modules of derived discrete algebras. Bielefeld: Univers...
All the rings are assumed to be commutative Noetherian and all the modules are finitely generated. L...
AbstractWe study the categories of discrete modules for topological rings arising as the rings of op...
AbstractWe study the category of discrete modules over the ring of degree-zero stable operations in ...
AbstractThe concept of continuity of a duality (i.e., involutive contravariant endofunctor) of the c...
In this note we develop a theory of formal schemes and groups over arbitrary commutative rings which...
Abstract. Let R be a commutative ring whose complete ring of quotients is R-injective. We show that ...
AbstractA behavior is a closed shift invariant subspace of the space of sequences with entries in a ...
AbstractWe develop a duality theory for localizations in the context of ring spectra in algebraic to...
This book provides the first systematic treatment of modules over discrete valuation domains which p...
summary:The discrete algebras $A$ over a commutative ring $R$ which can be realized as the full endo...
AbstractIn this paper we study dual coalgebras of algebras over arbitrary (Noetherian) commutative r...
New homotopy invariant finiteness conditions on modules over commutative rings are introduced, and t...
The main goal of this paper is to establish close relations among sheaves of modules on atomic sites...
AbstractLetAbe a three dimensional Artin–Schelter regular algebra. We give a description of the cate...
Zhe H. The homotopy categories of injective modules of derived discrete algebras. Bielefeld: Univers...
All the rings are assumed to be commutative Noetherian and all the modules are finitely generated. L...
AbstractWe study the categories of discrete modules for topological rings arising as the rings of op...
AbstractWe study the category of discrete modules over the ring of degree-zero stable operations in ...
AbstractThe concept of continuity of a duality (i.e., involutive contravariant endofunctor) of the c...
In this note we develop a theory of formal schemes and groups over arbitrary commutative rings which...
Abstract. Let R be a commutative ring whose complete ring of quotients is R-injective. We show that ...
AbstractA behavior is a closed shift invariant subspace of the space of sequences with entries in a ...
AbstractWe develop a duality theory for localizations in the context of ring spectra in algebraic to...
This book provides the first systematic treatment of modules over discrete valuation domains which p...
summary:The discrete algebras $A$ over a commutative ring $R$ which can be realized as the full endo...
AbstractIn this paper we study dual coalgebras of algebras over arbitrary (Noetherian) commutative r...
New homotopy invariant finiteness conditions on modules over commutative rings are introduced, and t...
The main goal of this paper is to establish close relations among sheaves of modules on atomic sites...
AbstractLetAbe a three dimensional Artin–Schelter regular algebra. We give a description of the cate...
Zhe H. The homotopy categories of injective modules of derived discrete algebras. Bielefeld: Univers...
All the rings are assumed to be commutative Noetherian and all the modules are finitely generated. L...
DOI
Add to ORKG