Add to ORKGWe consider various classes of generalized operads and associated odd Lie algebras and study the algebraic structure present after choice of solution to the Maurer-Cartan equation. In particular we construct and study operads which act universally on such pairs. As a consequence we study universal operations on operadic cohomology theories and give generalizations of Deligne\u27s conjecture in both the cyclic and non-cyclic cases
In this article, we show under what additional ingredients a comp (or opposite) module over an opera...
We begin by discussing motivation for our consideration of a structure called a Lie 2-algebra, in pa...
We begin by discussing motivation for our consideration of a structure called a Lie 2-algebra, in pa...
The purpose of this paper is two-fold. In Part 1 we introduce a new theory of operadic categories an...
We study categorial properties of the operadic twisting functor Tw. In particular, we show that Tw i...
51 pagesInternational audienceIn this article we give a conceptual definition of Manin products in a...
Abstract. First we argue that many BV and homotopy BV structures, including both familiar and new ex...
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...
Deligne\u27s Conjecture is a theorem of interest from algebraic topology, specifically operad theory...
85 pagesWe study different algebraic structures associated to an operad and their relations: to any ...
The theory of operads is a conceptual framework that has become a kind of universal language, relati...
74 pages, comments are welcomeA theorem of Pridham and Lurie provides an equivalence between formal ...
In this article, we show under what additional ingredients a comp (or opposite) module over an opera...
In this article, we show under what additional ingredients a comp (or opposite) module over an opera...
In this article, we show under what additional ingredients a comp (or opposite) module over an opera...
We begin by discussing motivation for our consideration of a structure called a Lie 2-algebra, in pa...
We begin by discussing motivation for our consideration of a structure called a Lie 2-algebra, in pa...
The purpose of this paper is two-fold. In Part 1 we introduce a new theory of operadic categories an...
We study categorial properties of the operadic twisting functor Tw. In particular, we show that Tw i...
51 pagesInternational audienceIn this article we give a conceptual definition of Manin products in a...
Abstract. First we argue that many BV and homotopy BV structures, including both familiar and new ex...
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...
Deligne\u27s Conjecture is a theorem of interest from algebraic topology, specifically operad theory...
85 pagesWe study different algebraic structures associated to an operad and their relations: to any ...
The theory of operads is a conceptual framework that has become a kind of universal language, relati...
74 pages, comments are welcomeA theorem of Pridham and Lurie provides an equivalence between formal ...
In this article, we show under what additional ingredients a comp (or opposite) module over an opera...
In this article, we show under what additional ingredients a comp (or opposite) module over an opera...
In this article, we show under what additional ingredients a comp (or opposite) module over an opera...
We begin by discussing motivation for our consideration of a structure called a Lie 2-algebra, in pa...
We begin by discussing motivation for our consideration of a structure called a Lie 2-algebra, in pa...