نتایج جستجو برای: pre cast algebras
تعداد نتایج: 379347 فیلتر نتایج به سال:
We define a general notion of set of indices which, using concepts from pre-ordered sets theory, permits to unify the presentation of several Colombeau-type algebras of nonlinear generalized functions. In every set of indices it is possible to generalize Landau’s notion of big-O such that its usual properties continue to hold. Using this generalized notion of big-O, these algebras can be formal...
In the present paper, by considering the notion of ideals in $MV$-algebras, we study some kinds of ideals in $MV$-algebras and obtain some results on them. For example, we present definition of ultra ideal in $MV$-algebras, and we get some results on it. In fact, by definition of ultra ideals, we present new conditions to have prime ideals, positive implicative ideals and maximal ideals in $MV$...
In this paper, we introduce twisted Rota-Baxter operators on Lie algebras as an operator analogue of r-matrices. We construct a suitable $L_\infty$-algebra whose Maurer-Cartan elements are given by operators. This allows us to define cohomology operator. can be seen the Chevalley-Eilenberg certain algebra with coefficients in representation. study deformations from cohomological points view. So...
In this paper, we first study the species of finite topological spaces recently considered by Fauvet, Foissy, and Manchon. Then, construct a twisted pre-Lie structure on connected spaces. The underlying defines coproduct different from those already defined authors above. end, illustrate link between Grossman–Larson product proposed coproduct.
Abstract In this article, we prove that double quasi-Poisson algebras, which are noncommutative analogues of manifolds, naturally give rise to pre-Calabi-Yau algebras. This extends one the main results in [11], where a correspondence between certain algebras and Poisson was found (see also [13, 12, 10]). However, major difference algebra constructed mentioned articles work is higher multiplicat...
Some aspects of the theory of Boolean algebras and distributive lattices -in particular, the Stone Representation Theorems and the properties of filters and ideals -are analyzed in a constructive setting.
Axon regeneration in the CNS requires reactivating injured neurons' intrinsic growth state and enabling growth in an inhibitory environment. Using an inbred mouse neuronal phenotypic screen, we find that CAST/Ei mouse adult dorsal root ganglion neurons extend axons more on CNS myelin than the other eight strains tested, especially when pre-injured. Injury-primed CAST/Ei neurons also regenerate ...
We give an explicit formula showing how the double Poisson algebra introduced in \cite{VdB} appears as a particular part of pre-Calabi-Yau structure, i.e. cyclically invariant, with respect to natural inner form, solution Maurer-Cartan equation on $A\oplus A^*$. Specific this is described, which one-to-one correspondence structures. The result holds for any associative $A$ and emphasizes specia...
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