20.500.12556/DKUM-36717 PYLOS PYLOS V diplomski nalogi smo poskušali najti zmagovalne strategije namizne igre Pylos. Pomagali smo si s teorijo iger in to povezali z nekaj znanja o teoriji grafov. Prvo in drugo poglavje diplomske naloge obravnava teorijo iger. Seznanili smo se z nastan- kom in razvojem teorije iger, omenili znane matematike in njihove prispevke k omenjeni teoriji. Spoznali smo osnovne pojme in predpostavke teorije iger in tako prek primerov iskali zmagovalne strategije v normalni in ekstenzivni obliki iger. V tretjem in četrtem poglavju smo se seznanili z osnovnimi pravili igre Pylos in poskušali idejo prvih dveh poglavij prenesti na proučevanje naše igre. Kljub razčlenitvi igre na različne težavnosti in celo na ploščo manjše dimenzije, smo ugotovili, da je za proučevanje potrebno več znanja s področja računalništva. Podobno kot pri igri šah, ima igra Pylos ogromno možnosti za preučevanje. Preiskovanje igre je najlažje izvesti s pomočjo algoritmov minimax in podobnih, ki jih izvaja računalnik. Zaradi obširnosti takšnih preiskovalnih dreves smo tako zapisali nekaj idej o zmagovalnih strategijah. The first two chapters study game theory. We took a look through the history and got to know mathematician that were active in this field. We analyzed basic concepts of game theory through examples and definitions. In other two chapters of diploma we introduced game Pylos. In the description of the game we used knowledge from the first two chapters of diploma. With game analysis in different situations we determined that we don't have enough knowledge about computer science and artificial inteligence. This is the only rational way to find solutions in game Pylos. Minimax algorithm with alphabeta pruning is the best approach to this game. This technique works on a fast-enough computers. The algorithm can look far enough ahead to play a very good game. The important thing to keep in mind, is that this is nothing like human thought. When we learn how human thinking works and create computers that uses those techniques to play such games, we will be onto something. Teorija iger matrične igre drevesa iger igra Pylos. Game theory gaames in normal form games in extensive forms game Pylos. true true false [N. Zupanc] Slovenski jezik Angleški jezik Diplomsko delo 2012-06-22 09:28:26 2012-07-16 14:07:31 2022-04-21 14:24:49 2021-04-16 03:35:09 2012 0 Maribor 0 0000-00-00 NiDoloceno NiDoloceno NiDoloceno 0000-00-00 0000-00-00 0000-00-00 51(043.2) 19241480 URN:SI:UM:DK:M2VBSJMX UNI_Zupanc_Nusa_2012.pdf UNI_Zupanc_Nusa_2012.pdf 1 34F21792BB31E37341D4DC642A316C0D 1ca5220bdb8ce21b8348770663017ae97a7281b6ad051c1ff08d47fe5523b423 1d4d9b0c-7c08-11eb-bb7a-00155d0001ca 20.500.12556/dkum/0c9479c1-cf74-47df-9ece-ed205a57745a https://dk.um.si/Dokument.php?lang=slv&id=47994 Fakulteta za naravoslovje in matematiko 0 0 0