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This course is designed to introduce students to game theory as an approach to studying political phenomena. Specifically, we will explore two strands of models: 1) the so called spatial models of politics, and 2) game theory. Studying politics using such spatial models and game theory will offer explanations into the behavior of actors (states, international organizations, political leaders) and alternative ways of interpreting political outcomes. This course sets out two important goals. The first is to familiarize students with strategic thinking in political science. To this end, students will be asked to complete some basic game theory exercises. The second goal is to apply this approach to the study of a range of topics relevant for the students of international relations and politics more broadly, including international conflict, legislative bargaining, the international political economy, arms control and deterrence, the provision of public goods, or international cooperation. The course is run in Moodle, the Charles University e-learning system. To enrol and to get access to the course material, go to http://dl1.cuni.cz/enrol/index.php?id=3183.
Please see the attached syllabus for detailed information. Last update: Parízek Michal, doc., Ph.D. (01.02.2019)
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The specific objectives of the course are:
Last update: Parízek Michal, doc., Ph.D. (26.03.2019)
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Homework problem-sets will be assigned regularly. For each class there are required reading(s) assigned, and so are supplementary textbook readings. There is no single textbook assigned for the course. The textbook readings cover the new material presented in the class. In general, the textbook readings come from the following three textbooks:
Students that want to review and deepen their mathematical skills are advised to consult the very accessible Jeff Gill. Essential mathematics for political and social research. Cambridge University Press, Cambridge, 2006, or Kevin Wainwright and Alpha Chiang. Fundamental methods of mathematical economics. McGraw-Hill/Irwin, Boston, Mass., 2005. Last update: Parízek Michal, doc., Ph.D. (26.03.2019)
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Successful completion of the course requires first and foremost active participation and interest in the subject matter. On the formal level, this means you will need to:
See the attached complete syllabus for more information. Evaluation is performed in accordance to the Dean’s Provision. Last update: Parízek Michal, doc., Ph.D. (26.03.2019)
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