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National Repository of Grey Literature 2 records found  Search took 0.01 seconds. 
Paradoxes in Probability Theory and Mathematical Statistics
 Klouparová, Zdeňka ; Omelka, Marek (advisor) ; Stibůrek, David (referee)
In this work I deal with few selected paradoxes related to games. First of all I explain a paradox directly from the game theory field. I show that kids' game about matching fingers is advantageous for one player although it seems to be fair for both players at the first sight. Second example touches war troubles with hidden objects. In the second chapter I explain the Gladiator paradox and I try to find the best order in which the gladiators should be sent to an arena to fight. Finally, I also touch the paradox of transitivity and explain how the game with nontransitive dices works. Keywords: Game theory paradox, Gladiator paradox, paradox of transitivity 1
Detailed record
Paradoxes in Probability Theory and Mathematical Statistics
 Klouparová, Zdeňka ; Omelka, Marek (advisor) ; Stibůrek, David (referee)
In this work I deal with few selected paradoxes related to games. First of all I explain a paradox directly from the game theory field. I show that kids' game about matching fingers is advantageous for one player although it seems to be fair for both players at the first sight. Second example touches war troubles with hidden objects. In the second chapter I explain the Gladiator paradox and I try to find the best order in which the gladiators should be sent to an arena to fight. Finally, I also touch the paradox of transitivity and explain how the game with nontransitive dices works. Keywords: Game theory paradox, Gladiator paradox, paradox of transitivity 1
Detailed record

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