In this paper, W-graph, called the notion of graphs on Wajsberg algebras, is introduced such that vertices graph are elements algebra and edges association two vertices. addition to this, commutative W-graphs also symmetric graphs. Moreover, a equivalence classes constructed. Meanwhile, new definitions as complement annihilator ∆-connection operator algebras presented. Lemmas theorems these not...

Our goal in this note is to show that cohomology classes with coefficients in finite flat group schemes can be killed by finite covers of the base scheme, and similarly for abelian schemes with “finite covers” replaced by “proper covers.” We apply this result to commutative algebra by giving a new and more conceptual proof of Hochster-Huneke’s theorem on the existence of big Cohen-Macaulay alge...

We study the possibility of localization of the front present in a one-dimensional ballistically-controlled annihilation model in which the two annihilating species are initially spatially separated. We construct two different classes of initial conditions, for which the front remains localized.

coherence but by its concrete coherence—by its power to "assimilate" any and all alien beliefs, to change without annihilating such beliefs. In still other words, it is to take all thoughts captive to Christ (Ch. 6, pp. 147-79), even difficult thoughts like

In the present paper we continue the investigation of the so-called Coalescing Ideal Gas in one dimension, initiated by the rst author in 7]. The model consists of point-like particles moving with velocities 1 which coalesce and chose a fresh velocity with the same distribution, when colliding. In the previous paper 7] various identities in law were derived for the innnitely extended system. In...