Showing papers by "Stefan Pickl published in 2007"
TL;DR: Nash Equilibria conditions are derived and algorithms for solving dynamic games in positional form are proposed and the existence theorem for Nash equilibria is related to the introduction of an auxiliary dynamic c -game.
13 citations
Book•
10 Aug 2007
TL;DR: Modelling, analysis and optimization of biosystems /, Modelling, analyzed and optimized of biosynthetic systems /, and so on.
Abstract: Modelling, analysis and optimization of biosystems / , Modelling, analysis and optimization of biosystems / , کتابخانه دیجیتال جندی شاپور اهواز
8 citations
01 Sep 2007
TL;DR: Polynomial-time algorithms for determining the optimal strategies of the players in the considered multiobjective control problems on dynamic networks are proposed exploiting the special structure of the underlying graph.
Abstract: In this paper we study a special class of multiobjective discrete control problems on dynamic networks. We assume that the dynamics of the system is controlled by p actors (players) and each of them intend to minimize his own integral-time cost by a certain trajectory. Applying Nash and Pareto optimality principles we study multiobjective control problems on dynamic networks where the dynamics is described by a directed graph. Polynomial-time algorithms for determining the optimal strategies of the players in the considered multiobjective control problems are proposed exploiting the special structure of the underlying graph. Properties of time-expanded networks are characterized. A constructive scheme which consists of several algorithms is presented.
6 citations
2 citations
01 Jan 2007
TL;DR: In this paper, Krabs et al. present an online platform for modeling, analysis and optimization of Biosystems with a precio of 108,66 € (€ 0.
Abstract: Tienda online donde Comprar Modelling, Analysis and Optimization of Biosystems al precio 108,66 € de Krabs, Werner | Pickl, Stefan W., tienda de Libros de Medicina, Libros de Medicina Familiar y Comunitaria/General - Medicina interna
1 citations
TL;DR: The simulation model in mind concentrates on the problem of profit maximization within an interdependent system and deals with the task of explaining phenomena of the typical behavior of the subjects while operating a complex system.
Abstract: We intend to optimize harvesting of two populations within a business cycle of an economy with appropriate means. The simulation model we have in mind concentrates on the problem of profit maximization within an interdependent system. Furthermore, we deal with the task of explaining phenomena of the typical behavior of the subjects while operating a complex system, e.g., a market, a company, ...