We show how to induce products in sheaf cohomology for a wide variety of coefficients: sheaves of dg commutative and Lie algebras, symmetric Omega-spectra, filtered dg algebras, operads and operad algebras.Peer ReviewedPostprint (author's final draft
The theory of sheaves has come to play a central rôle in the theories of several complex variables ...
Local to global phenomena are omnipresent in mathematics, and since the appearance of the work of Gr...
summary:Summary: All algebraic objects in this note will be considered over a fixed field $k$ of cha...
We show how to induce products in sheaf cohomology for a wide variety of coefficients: sheaves of dg...
We show how to induce products in sheaf cohomology for a wide variety of coefficients: sheaves of dg...
The Godement cosimplicial resolution is available for a wide range of categories of sheaves. In this...
The Godement cosimplicial resolution is available for a wide range of categories of sheaves. In this...
AbstractTwo new definitions are given for cup products in the cohomology of sheaves on an arbitrary ...
We endow categories of nonsymmetric operads with natural model structures. We work with no restricti...
Etale groupoids arise naturally as models for leaf spaces of foliations for orbifolds and for orbit ...
AbstractA construction of the tangent dg Lie algebra of a sheaf of operad algebras on a site is pres...
In this thesis, we prove new algebraic and homotopical properties of operads : splitting of operatio...
In this paper we initiate the study of enriched ∞-operads. We introduce several models for these obj...
AbstractThe sheaf representation theory of Mulvey extends to Z2-graded-commutative Gelfand rings. On...
Local to global phenomena are omnipresent in mathematics, and since the appearance of the work of Gr...
The theory of sheaves has come to play a central rôle in the theories of several complex variables ...
Local to global phenomena are omnipresent in mathematics, and since the appearance of the work of Gr...
summary:Summary: All algebraic objects in this note will be considered over a fixed field $k$ of cha...
We show how to induce products in sheaf cohomology for a wide variety of coefficients: sheaves of dg...
We show how to induce products in sheaf cohomology for a wide variety of coefficients: sheaves of dg...
The Godement cosimplicial resolution is available for a wide range of categories of sheaves. In this...
The Godement cosimplicial resolution is available for a wide range of categories of sheaves. In this...
AbstractTwo new definitions are given for cup products in the cohomology of sheaves on an arbitrary ...
We endow categories of nonsymmetric operads with natural model structures. We work with no restricti...
Etale groupoids arise naturally as models for leaf spaces of foliations for orbifolds and for orbit ...
AbstractA construction of the tangent dg Lie algebra of a sheaf of operad algebras on a site is pres...
In this thesis, we prove new algebraic and homotopical properties of operads : splitting of operatio...
In this paper we initiate the study of enriched ∞-operads. We introduce several models for these obj...
AbstractThe sheaf representation theory of Mulvey extends to Z2-graded-commutative Gelfand rings. On...
Local to global phenomena are omnipresent in mathematics, and since the appearance of the work of Gr...
The theory of sheaves has come to play a central rôle in the theories of several complex variables ...
Local to global phenomena are omnipresent in mathematics, and since the appearance of the work of Gr...
summary:Summary: All algebraic objects in this note will be considered over a fixed field $k$ of cha...
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