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Last update: Kateřina Esserová, DiS. (24.09.2019)
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Last update: Kateřina Esserová, DiS. (24.09.2019)
To acquaint students with combinatorial game theory. To show them a lot of different mathematics to search for winning and optimal strategies for different types of games. |
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Last update: doc. RNDr. Antonín Jančařík, Ph.D. (10.02.2021)
The course will be provided by self-study from recommended materials and by individual consultations, or online seminars, according to the number of students. |
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Last update: Kateřina Esserová, DiS. (24.09.2019)
§ Conway, On Numbers and Games, AK Peters, Ltd., 2001 § Berlekamp, Conway, Guy, Winning Ways for Your Mathematical Plays, Vol. 1, AK Peters, Ltd, 2001 § Berlekamp, Conway, Guy, Winning Ways for Your Mathematical Plays, Vol. 2, AK Peters, Ltd. , 2003 § Berlekamp a kol, Winning Ways for Your Mathematical Plays, Vol. 3, AK Peters, Ltd.; , 2003 § Nowakowski, Levy, Games of No Chance, Cambridge University Press, 1998 § Nowakowski, Levy, More Games of No Chance, Cambridge University Press, 2002 |
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Last update: PhDr. Michaela Kaslová (05.09.2023)
Seminar - work in groups focusing on the first experience with the selected game, analysis of the rule, translation of the rule into the speech of a student of the selected age, establishment of hypotheses for the optimal game strategy, verification and discussion. Creative part: creation of a new game with the given material and discussion. |
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Last update: PhDr. Michaela Kaslová (05.09.2023)
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Last update: Kateřina Esserová, DiS. (24.09.2019)
Main topics: Critical position and winning strategy Mathematical Games Classic games Modern games Mathematical PUZZLES Probability theory in the theory of games |