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Mayers Value in Economics
Karmazin, Alexandr ; Vašík,, Petr (referee) ; Hrdina, Jaroslav (advisor)
Bachelor thesis is focused on the coalition games in game theory. At the beginning, important terms that relate to these games are defined. Next part of the work is also the application of this knowledge to the real situation, namely the determination of the bargaining power of political parties in the Czech Republic using Myerson value. The work also includes custom application developed in mathematical software Matlab to calculate this value.
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Cooperative game theory in dealing with local conflict
Ilavská, Adriana ; Mazal,, Jan (referee) ; Hrdina, Jaroslav (advisor)
The bachelor thesis is focused on introducing terms and solution concepts of the Cooperative Game Theory. The mathematical apparatus is then applied to the hypothetical local conflict in Scandinavia and in the countries of former Yugoslavia. The aim of the thesis is to point out the range of possibilities for using the Cooperative Games in the field of International Relations. For hypothetical conflicting situations, the potential gain of different coalitions is expressed by a characteristic feature. For the composed games is calculated the Shapley's value, expressing the fair distribution of profits between individual players, and Myerson's value, taking into account the impossibility of creating some of the coalitions. The work provides interpretations of results in the field of International Relations. It points out a wide range of possible applications of Cooperative Game Theory when conflicts occur at international scene, where this application is not common.
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Cooperative game theory in dealing with local conflict
Ilavská, Adriana ; Mazal,, Jan (referee) ; Hrdina, Jaroslav (advisor)
The bachelor thesis is focused on introducing terms and solution concepts of the Cooperative Game Theory. The mathematical apparatus is then applied to the hypothetical local conflict in Scandinavia and in the countries of former Yugoslavia. The aim of the thesis is to point out the range of possibilities for using the Cooperative Games in the field of International Relations. For hypothetical conflicting situations, the potential gain of different coalitions is expressed by a characteristic feature. For the composed games is calculated the Shapley's value, expressing the fair distribution of profits between individual players, and Myerson's value, taking into account the impossibility of creating some of the coalitions. The work provides interpretations of results in the field of International Relations. It points out a wide range of possible applications of Cooperative Game Theory when conflicts occur at international scene, where this application is not common.
|
|
|
Mayers Value in Economics
Karmazin, Alexandr ; Vašík,, Petr (referee) ; Hrdina, Jaroslav (advisor)
Bachelor thesis is focused on the coalition games in game theory. At the beginning, important terms that relate to these games are defined. Next part of the work is also the application of this knowledge to the real situation, namely the determination of the bargaining power of political parties in the Czech Republic using Myerson value. The work also includes custom application developed in mathematical software Matlab to calculate this value.
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