Add to ORKGDeligne\u27s Conjecture is a theorem of interest from algebraic topology, specifically operad theory. Since 2000, several solutions using various chain models have been put forth (for the associative algebra case). In this paper, we produce a solution to Deligne\u27s Conjecture for the case of A∞ -algebras that is minimal, constructive, and topological.
AbstractUsing a cell model for the little discs operad in terms of spineless cacti we give a minimal...
Derived A-infinity algebras were developed recently by Sagave. Their advantage over classical A-infi...
preprintWe prove the existence of Sullivan minimal models of operad algebras, for a quite wide famil...
Deligne\u27s Conjecture is a theorem of interest from algebraic topology, specifically operad theory...
Deligne\u27s Conjecture is a theorem of interest from algebraic topology, specifically operad theory...
AbstractWe give a topological solution to the A∞ Deligne conjecture using associahedra and cyclohedr...
51 pagesInternational audienceIn this article we give a conceptual definition of Manin products in a...
We consider various classes of generalized operads and associated odd Lie algebras and study the alg...
We study categorial properties of the operadic twisting functor Tw. In particular, we show that Tw i...
The purpose of this paper is two-fold. In Part 1 we introduce a new theory of operadic categories an...
The final publication is available at Springer via http://dx.doi.org/10.1007/s00009-015-0577-4The dg...
The final publication is available at Springer via http://dx.doi.org/10.1007/s00009-015-0577-4The dg...
Operads are an efficient tool to study algebraic structures in homotopy theory. In recent years homo...
Let O be a cyclic topological operad with multiplication. In the framework of the cosimplicial machi...
The d.g. operad C of cellular chains on the operad of spineless cacti is isomorphic to the Gerstenha...
AbstractUsing a cell model for the little discs operad in terms of spineless cacti we give a minimal...
Derived A-infinity algebras were developed recently by Sagave. Their advantage over classical A-infi...
preprintWe prove the existence of Sullivan minimal models of operad algebras, for a quite wide famil...
Deligne\u27s Conjecture is a theorem of interest from algebraic topology, specifically operad theory...
Deligne\u27s Conjecture is a theorem of interest from algebraic topology, specifically operad theory...
AbstractWe give a topological solution to the A∞ Deligne conjecture using associahedra and cyclohedr...
51 pagesInternational audienceIn this article we give a conceptual definition of Manin products in a...
We consider various classes of generalized operads and associated odd Lie algebras and study the alg...
We study categorial properties of the operadic twisting functor Tw. In particular, we show that Tw i...
The purpose of this paper is two-fold. In Part 1 we introduce a new theory of operadic categories an...
The final publication is available at Springer via http://dx.doi.org/10.1007/s00009-015-0577-4The dg...
The final publication is available at Springer via http://dx.doi.org/10.1007/s00009-015-0577-4The dg...
Operads are an efficient tool to study algebraic structures in homotopy theory. In recent years homo...
Let O be a cyclic topological operad with multiplication. In the framework of the cosimplicial machi...
The d.g. operad C of cellular chains on the operad of spineless cacti is isomorphic to the Gerstenha...
AbstractUsing a cell model for the little discs operad in terms of spineless cacti we give a minimal...
Derived A-infinity algebras were developed recently by Sagave. Their advantage over classical A-infi...
preprintWe prove the existence of Sullivan minimal models of operad algebras, for a quite wide famil...