• Feda Shoman,
• "A discrete game theoretical Model"
• We will study a special case in the decision model introduced by Dr. Mousa et. al by considering one type of homogeneous individuals who have uncertainly in their decision. The model has model two possible decisions that individuals can make. The individuals’ decisions are made according to individuals’ preferences. The preferences have the interesting feature of taking into account not only how much an individuals like or dislike a certain decision but also the other individuals' decisions. In this paper we characterize the space of all parameters in which the Nash equilibria are either pure (cohesive or disparate) or mixed. This decision model has wide applications in real life and can be used to understand better the social interaction, tourism, industry and economical and political revolutions.