EQUILIBRIUMWe consider the scalar equilibrium problems governed by a bifunction in a finite-dimensional framework and we characterize the solutions by means of extreme or exposed points.Fodor, Valerian-AlinPopovici, NicolaeStudia Universitatis Babeş-Bolyai, Mathematica...
A class of quasi-equilibrium problems and a class of constrained multiobjective games were introduced and studied in generalized convex spaces without linear structure. First, two existence theorems of solutions for quasi-equilibrium problems are proved in noncompact generalized convex spaces. Then, as...
In this work, we establish several results concerning the existence of solutions for set-valued and single-valued equilibrium problems in real Hausdorff topological vector spaces. Firstly we introduce some generalizations of convexity and continuity conditions to set-valued mappings and then apply them ...
Both this object and its single-valuedcounterpart, arising from the smoothed game, are shown to admit solutions. The equilibrium conditions of the gamegrow linearly in size with the the sample-space, network size and the number of participating rms. Consequently,direct schemes are inadvisable for ...
The purpose of this article is to present some recent results on an old subject, namely the trend to thermodynamical equilibrium for solutions of the Boltzmann equation, with the help of the modern analytical tools coming from information theory and logarithmic Sobolev inequalities. Our main results...
solutions of different pH were detected by UV.Results The equilibrium solubility of silymarin in different phosphate buffer solution of pH 2.0,3.0,4.0,5.0,6.0,6.8,7.4,8.0,9.0 were 0.673,0.681,0.776,0.848,0.937,1.218,1.486,1.504,1.691 mg·mL-1,and the oil/water apparent partition coefficient of...
Finally, the z-coordinate of the equilibrium points are computed by substituting the solutions of the third equation in (4.5) and (4.6) in (4.7)z=[r(1−xK)y−νx](1+x2+yx)=(νx−μy)(1+x+yy). Note that the number of equilibrium points depends on the number of positive ...
On existence and multiplicity of solutions of Neumann boundary value problems for quasi-linear elliptic equations In the present paper, the following Neumann boundary value problem involving the p-Laplacian (1.1) { Δ p ( u ) = f ( x , u ) , in Ω u n = 0 , on Ω i... W Xian...
As applications, some existence theorems of solutions for noncompact infinite optimization problems and noncompact constrained game problems are obtained in general topological spaces. These theorems improve and generalize a number of important results in recent literature....
On the Hölder continuity of solutions to parametric multivalued vector equilibrium problems We consider parametric multivalued vector equilibrium problems of both weak and strong types in metric linear spaces. Sufficient conditions for the local u... LQ Anh,PQ Khanh - 《Journal of Mathematical ...