AbstractWe introduce homotopical techniques in the frameworks of two-graded absolute valued algebras and absolute valued triple systems, which will simplify the study of these structures. To this end, we previously refine and concrete the known descriptions of two-graded absolute valued algebras and absolute valued triple systems, as well as characterize the fact that an absolute valued triple system is the odd part of an absolute valued two-graded algebra
AbstractIn their classic book, Cartan and Eilenberg described a more-or-less general scheme for defi...
AbstractWe introduce notions of Jordan–Lie super algebras and Jordan–Lie triple systems as well as d...
We introduce the notion of an (α, β, γ) triple system, which generalizes the familiar generalized Jo...
AbstractWe introduce homotopical techniques in the frameworks of two-graded absolute valued algebras...
AbstractWe study two-graded absolute valued algebras. These are two-graded algebras satisfying the a...
AbstractWe study two-graded absolute valued algebras. These are two-graded algebras satisfying the a...
We study in this article the concepts of algebra up to homotopy for a structure defined by two opera...
We study in this article the concepts of algebra up to homotopy for a structure defined by two opera...
We study in this article the concepts of algebra up to homotopy for a structure defined by two opera...
We study in this article the concepts of algebra up to homotopy for a structure defined by two opera...
We study in this article the concepts of algebra up to homotopy for a structure defined by two opera...
AbstractWe study here the homotopy structure of Sha, the category of strongly homotopy associative a...
In this thesis, we present a detailed exposition of Koszul algebras and Koszul duality. We begin wit...
This monograph is the first book-length treatment of valuation theory on finite-dimensional division...
Absolute algebras are a new type of algebraic structures, endowed with a meaningful notion of infini...
AbstractIn their classic book, Cartan and Eilenberg described a more-or-less general scheme for defi...
AbstractWe introduce notions of Jordan–Lie super algebras and Jordan–Lie triple systems as well as d...
We introduce the notion of an (α, β, γ) triple system, which generalizes the familiar generalized Jo...
AbstractWe introduce homotopical techniques in the frameworks of two-graded absolute valued algebras...
AbstractWe study two-graded absolute valued algebras. These are two-graded algebras satisfying the a...
AbstractWe study two-graded absolute valued algebras. These are two-graded algebras satisfying the a...
We study in this article the concepts of algebra up to homotopy for a structure defined by two opera...
We study in this article the concepts of algebra up to homotopy for a structure defined by two opera...
We study in this article the concepts of algebra up to homotopy for a structure defined by two opera...
We study in this article the concepts of algebra up to homotopy for a structure defined by two opera...
We study in this article the concepts of algebra up to homotopy for a structure defined by two opera...
AbstractWe study here the homotopy structure of Sha, the category of strongly homotopy associative a...
In this thesis, we present a detailed exposition of Koszul algebras and Koszul duality. We begin wit...
This monograph is the first book-length treatment of valuation theory on finite-dimensional division...
Absolute algebras are a new type of algebraic structures, endowed with a meaningful notion of infini...
AbstractIn their classic book, Cartan and Eilenberg described a more-or-less general scheme for defi...
AbstractWe introduce notions of Jordan–Lie super algebras and Jordan–Lie triple systems as well as d...
We introduce the notion of an (α, β, γ) triple system, which generalizes the familiar generalized Jo...