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Game of Markets
Dóczy, Aneta ; Novotná, Veronika (referee) ; Chvátalová, Zuzana (advisor)
This diploma thesis deals with conict economic situations based on game theory. In the beginning, basic models of conict situations and current popular software tools are dened not only for the general support of student education or for science, but also for solving economic problems in game theory. Based on this analysis, the conicting situation of two competing rms is being solved. Gradually, work goes deeper into areas of delay dierential equations that better show the behavior of two players on the market. Subsequently, these delayed dierential equations are projected into the Cournot model, for which a critical value is identied that switches the stability of two rms on the market due to the delayed realization of their outputs.
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Mandatory disclosure
Hrycej, Martin ; Gregor, Martin (advisor) ; Džmuráňová, Hana (referee)
The bachelor thesis firstly introduces the problems of mandatory disclosure and describes different attitudes to it. Following is the essential part of the work containing the definition and specification of the studied models of monopoly and duopoly. These models are further analysed and solved using the game theory tools and microeconomics methods for profit optimization. Subsequently the numerical results are evaluated and presented. The obtained results are suggesting whether voluntary or mandatory disclosure regime is more profitable for whom under different conditions - the models parameters in other words. Finally the discussion of the results, the results' relevance and interpretations in the context of related literature are presented. The particular numerical results are of a reasonable nature and rather fit to the literature context than not.
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Game of Markets
Dóczy, Aneta ; Novotná, Veronika (referee) ; Chvátalová, Zuzana (advisor)
This diploma thesis deals with conict economic situations based on game theory. In the beginning, basic models of conict situations and current popular software tools are dened not only for the general support of student education or for science, but also for solving economic problems in game theory. Based on this analysis, the conicting situation of two competing rms is being solved. Gradually, work goes deeper into areas of delay dierential equations that better show the behavior of two players on the market. Subsequently, these delayed dierential equations are projected into the Cournot model, for which a critical value is identied that switches the stability of two rms on the market due to the delayed realization of their outputs.
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Application of Two-Player Game Theory in Economics
Tichá, Michaela ; Pelikán, Jan (advisor) ; Dlouhý, Martin (referee)
The concern of this thesis is to discuss different applications of two-player game theory in economics. It is divided into two main chapters - the theoretical part and the practical part. The theoretical part is composed of the classical game theory and the game theory with vector payoffs. In the first instance basic ideas of the classical game theory is introduced. Elaboration of the duopoly model follows. Subsequently basic ideas of the theory with vector payoffs and one of the solution concepts of game theory with vector payo s are included. The practical part follows. This part contains two examples which are the real application of the concept described in the theoretical part.
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