In this paper we present new properties about the J - Hausdorff, J -regular and J -normal spaces, introduced recently by Suriyakala-Vembu. Additionally we introduce the J -Urysohn spaces, an intermediate concept between ...

We introduce and study new extensions of some separation axioms to ideal topological spaces, which we have called 𝒫-Hausdorff, 𝒫-regular and 𝒫-normal. These extensions are quite natural and represent a good improvement ...

Este trabajo propone un modelo hipotético de construcciones mentales y mecanismos de construcción, para comprender el objeto matemático ecuación diferencial lineal de segundo orden, que modela un sistema masa resorte con ...

We study decoherence-free subspaces in a type of Quantum Markov Semigroups called continuous-time open quantum random walks on graphs. We measure the temporary changes of quantum correlations using geometric quantum discord ...

We investigate about exponential convergence for generic quantum Markov semigroups using an generalization of the Lipschitz seminorm and a noncommutative analogue of Wasserstein distance. We show turns out to be closely ...

Las compañías del sector minero se enfrentan con el problema de la planificación del proyecto de extracción de mineral y la valoración de dicho proyecto. El problema conlleva la existencia de diversas fuentes de incertidumbre ...

We obtain a generalization of Buzano’s inequality of vectors in Hilbert spaces , using the theory of algebraic probability spaces. In particular, we extend a result of Dragomir given in [7]. Applications for numerical ...

In this paper we introduce two new ideal topological spaces, which are strong forms of the QHC spaces and the I -QHC spaces. We present several properties and characterizatios of these new spaces.

El tema analizado en este artículo es la continuidad módulo un ideal. Usamos los conjuntos de I abierto para introducir nuevas formas de continuidad débil. Se investigarán algunas propiedades básicas de las funciones ...

We introduce, and study, the regularity and normality in ideal bitopological spaces, absent subject in literature. Our definitions have the advantage of using only the open sets of the two underlying topologies. These new ...