Von Neumann Publishing House Inc.Communications in Nonlinear Analysis(CNA)2371-79205120180429Nash equilibrium strategy for two-person zero-sum matrix games on credibility space17ENFatemehMadandarDepartment of Mathematics, Karaj Branch, Islamic Azad University, Karaj, IranSomayehHaghayeghiDepartment of Mathematics, Karaj Branch, Islamic Azad University, Karaj, IranIn this paper, firstly, we obtain the credibility measure of fuzzy trapezoidal variables. Also, we attain the
expected value of fuzzy trapezoidal variables. Then, based on these theorems, we present the expected
value Nash equilibrium strategy of the fuzzy games. In other words we extend the expected model to fuzzy
trapezoidal variables and improve the previous researches in this area. However in some cases, the game
don't have the Nash equilibrium strategy. Therefore, we investigate the existence of Pareto Nash equilibrium
and weak Pareto Nash equilibrium strategies in this cases.http://vonneumann-publishing.com/cna/152/download-nash-equilibrium-strategy-for-two-person-zero-sum-matrix-games-on-credibility-spaceVon Neumann Publishing House Inc.Communications in Nonlinear Analysis(CNA)2371-79205120180813On the existence and global structure of solutions for a class of fractional feedback control systems818ENHeroSalahifardDepartment of Mathematics and Computer Science, Amirkabir University of Technology, Tehran, IranIn this paper, using topological tools, guiding functions and bifurcation theory, we deal with the existence
of a connected subset of nontrivial solutions of a system whose dynamics of the system and feedback law
are expressed in the form of fractional differential equations.http://vonneumann-publishing.com/cna/156/download-on-the-existence-and-global-structure-of-solutions-for-a-class-of-fractional-feedback-control-systemsVon Neumann Publishing House Inc.Communications in Nonlinear Analysis(CNA)2371-79205120180813Solvability and asymptotic stability of a class of nonlinear functional-integral equation with feedback control1927ENPayam NasertayoobDepartment of Mathematics and Computer Science, Amirkabir University of Technology (Polytechnic), Hafez Ave., P. O. Box 15914, Tehran, Iran.Using the technique of measure of noncompactness we prove the existence, asymptotic stability and global
attractivity of a class of nonlinear functional-integral equation with feedback control. We will also include
a class of examples in order to indicate the validity of the assumptions. http://vonneumann-publishing.com/cna/157/download-solvability-and-asymptotic-stability-of-a-class-of-nonlinear-functional-integral-equation-with-feedback-controlVon Neumann Publishing House Inc.Communications in Nonlinear Analysis(CNA)2371-79205120180814Solutions for some nonlinear functional-integral equations with applications2839ENAnimesh GuptaDepartment of Mathematics & Computer Science, R.D.V.V. Jabalpur (M.P.) India.Saurabh ManroDepartment of Mathematics, Thapar University, Patiala, Punjab, India.Rashmi RaniDepartment of Mathematics, A.S. College for Women, Khanna, Punjab, India.In the present manuscript, we prove some results concerning the existence of solutions for some nonlinear
functional-integral equations which contains various integral and functional equations that considered in
nonlinear analysis and its applications. By utilizing the techniques of noncompactness measures, we operate
the fixed point theorems such as Darbo's theorem in Banach algebra concerning the estimate on the solutions.
The results obtained in this paper extend and improve essentially some known results in the recent literature.
We also provide an example of nonlinear functional-integral equation to show the ability of our main result.http://vonneumann-publishing.com/cna/158/download-solutions-for-some-nonlinear-functional-integral-equations-with-applications