Related Articles ( regular )
Existence and Regularity Results for the Stokes System with Mixed Boundary Conditions
In this paper we consider the nonlinear boundary value problem governed by a stationary perturbed Stokes system with mixed boundary conditions ( Dirichlet-Fourier- maximal monotone graph), in a smooth domain. The existence and regularity of the weak solution to this problem are proved. Our approach is ...
Global Properties of the Solution of the Einstein-Maxwell-Boltzmann-Scalar Field System with Pseudo-Tensor of Pressure on a Bianchi Type I Space-Time
In this paper, we study the asymptotic behaviour, the geodesic completeness and the energy condition for the coupled Einstein-Maxwell-Boltzmann-Massive scalar field system with pseudo-tensor of pressure in the sources which rules the dynamincs of kind of charged pure matter in the presence of a massive ...
Regularized Minimization of Convex Functions in Radon Nikodym Space
Convex non linear optimization problems may not have a solution in in nite dimension spaces. The aim of this paper is to formulate some new results in this topic by using "technical regularization" of the objective function. The rst result shows that a non linear convex proper lower semi-continuous ...
Sequence Spaces Defined by Fibonacci Matrix
In this paper, by using well known Fibonacci numbers, so far not described in the literature a new regular matrix F = (fnk) is defined and compared with well known matrix transformations. By using this new matrix, Fibonacci sequence space c0(F), c(F), l∞(F) and lp(F) (1 ≤ p < ∞) are ...
Regular Solution for the Generalized Relativistic Boltzmann Equation in Yang-Mills Field
We consider in this work the generalized relativistic Boltzmann equation in the presence of a Yang-Mills field in temporal gauge on a Bianchi type 1 space-time. Such an equation governs the evolution which collisions of plasmas, for instance of quarks and gluons (quagma), where non abelian Yang-Mills ...
Cartesianization of Complex Forms in Saidou’ Spaces
In this work, we propose to define a new space that will be called locally Cartesian space (Saidou’Spaces). It is a space defined by a new topology whose fundamental system of neighborhood are compact cartesian subsets, theses subsets were already defined during our previous work, “Geometrical ...
Comparison of Some Group Variable Selection Methods in High Dimensional Multiple Linear Regression via Simulation Study
In many applications, covariates possess a grouping structure that can be incorporated into the analysis to select important groups as well as important members of those groups. In this paper, we reviewed some group variable selection methods in the penalized regression model. This paper investigates ...
A Novel View of Regular and Normal Spaces via Nano Sβ-Open Sets in Nano Topological Spaces
In this present study, we shed light on some separation axioms via nano Sβ-open sets including nano S*β-regular and nano S*β-normal spaces (axioms) in nano topological spaces where nano Sβ-open set is defined and related to nano semi-open and nano β-closed sets. Here, we implement ...