A characterization of the existence of generalized stable sets
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2014, Vol 5, Issue 3
Abstract
The generalized stable sets solution introduced by van Deemen (1991) as a generalization of the von Neumann and Morgenstern stable sets solution for abstract systems. If such a solution concept exists, then it is equivalent to the admissible set appeared in game theory literature by Kalai and Schmeidler (1977). The purpose of this note is to provide a characterization for the existence of the generalized stable sets solution.
Authors and Affiliations
Athanasios Andrikopoulos
Parameter Class for Solving Delay Differential Equations
In this paper a parameter class of Linear multistep method are applied to solve delay differential equations of the form y’(t) = f(t; y(t); y(t- t(t))), (t >0) subject to the initial condition y(t) = j (t) for tmin&...
Solving Multi-Objective Transportation Problem to reduce Transportation cost and Time
In this paper we study the multi-objective transportation problem for Procter & Gamble to reduce transportation cost and time of goods supply from one source to another source. To solve this problem we are using a ne...
Introduction to a family of Thukral k-order method for finding multiple zeros of nonlinear equations
A new one-point k-order iterative method for finding zeros of nonlinear equations having unknown multiplicity is introduced. In terms of computational cost the new iterative method requires k+1 evaluations of funct...
ON Ia- CONNECTED SPACES VIA IDEAL
The aim of this paper is to study some properties of - open set in ideal topological spaces, which was introduced by M.E. Abd El-Monsef [1], such as interior, exterior, functions and connectedness.
A New Five Parameter Lifetime Distribution: Properties and Application
This paper deals with a new generalization of the Weibull distribution. This distribution is called exponentiated exponentiated exponential-Weibull (EEE-W) distribution. Various structural properties of the new probabili...