Using Game Theory in Investing

Abstract

In this paper, we analyzed the developed methodology for the optimal distribution of public and private investment research in order to obtain the maximum economic effect in a particular block of the industrial cluster. By industrial cluster blocks, we define: block 1 “R & D”, block 2 “Procurement and Financial Support”, block 3 “Production and Technological Activities”, block 4 “Staffing Support”, block 5 “Realization of Production equipment". In this article, we offered methodology for the distribution of investment in blocks of an industrial cluster using game theory. In order to determine the investment strategy, we built a payment matrix. In order to confirm the hypothesis to determine the best solutions, we used the classical and derived conformity criteria: Bayesa, Laplace, Sauvage, Gurviz, Hodge-Lehmann. As a result, we obtain the most optimal investment strategy, which shows the effective distribution of public and private investments in the industrial cluster blocks.