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Soluciones de la Ecuación de Smoluchowski caso discreto y caso continuo
(Escuela Colombiana de Ingeniería Julio Garavito, 2020)
In this work solutions of the discrete version Smoluchowski equation are presented using some probability concepts and methods to solve partial differential equations. The procedure to arrive at the solution of the ...
Ecuaciones diferenciales y teoría APOS. Un estudio de los sistemas masa resorte
(2019)
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 ...
TWO NEW FORMS OF QUASI-H-CLOSEDNESS VIA IDEALS
(Publicaciones académicas Ltd., 2017)
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.
Semigrupos cuánticos de Markov: Pasado, presente y futuro
(Ed. Universidad de Los Llanos, 2017-04-24)
Los semigrupos cuánticos de Markov (SCM) son una extensión no conmutativa de los semigrupos de Markov definidos
en probabilidad clásica. Ellos representan una evolución sin memoria de un sistema microscopico acorde a las ...
Between closed and Ig-closed sets
(Business Global LLC, 2018)
The concept of closed sets is a central object in general topology. In order to extend
many of important properties of closed sets to a larger families, Norman Levine initiated the study
of generalized closed sets. In ...
A possible predictive mathematical model for the growth of a periphytic alga
(2022)
Algae are photosynthetic organisms and have qualities that are very attractive for cultivation and industrial development for commercial purposes. When algal growth is analyzed for the production of biomass usually only ...
DECOHERENCE-FREE SUBSPACES FOR OPEN QUANTUM RANDOM WALKS ON GRAPHS
(Publicaciones académicas Ltd., 2016)
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 ...
A generalization of connectedness via ideals
(2022)
Connected spaces as a generalization of the connectedness, and thus of the Ekici-Noiri and Modak-Noiri notions, through ideals.
Modeling the effects of light wavelength on the growth of Nostoc ellipsosporum
(Pontificia Universidad JaverianaJuan Carlos Salcedo-Reyes (salcedo.juan@javeriana.edu.co), 2020)
Mathematical models provide information about population dynamics under
different conditions. In the study, four models were evaluated and employed
to describe the growth kinetics of Nostoc ellipsosporum with different ...
The 𝒫�-Hausdorff, 𝒫�-regular and 𝒫�-normal ideal spaces
(2020)
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 ...