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Brand
Springer Nature
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N/A
Part Number
0
GTIN
9783658217648
Condition
New
Product Description

Wollen Sie wissen, welche Gewinnaussichten Ihnen ein Spiel bietet? Und wie Sie dafr am besten spielen sollten? Antworten liefern je nach Spieltyp unterschiedliche mathematische Konzepte: Die Wahrscheinlichkeitstheorie erlaubt die Berechnung von Gewinnchancen in Glcksspielen. Wie ein Schachcomputer funktioniert und welchen Grenzen seine Algorithmen unterliegen, davon handelt die Theorie der kombinatorischen Spiele. Ganz andere Optimierungsanstze, nmlich solche aus der mathematischen Spieltheorie, sind gefragt, wenn Kartenspieler ihre Entscheidungen in Unkenntnis der Karten ihrer Mitspieler treffen mssen. Die drei genannten Theorien werden anhand konkreter (Bei-)Spiele errtert, darunter Roulette, Lotto, Monopoly, Risiko, Black Jack, das Leiterspiel, Schach, Mhle, Go-Moku, Nim, Backgammon, Go, Mastermind, Memory, Poker, Baccarat und Lets Make a Deal (Ziegenproblem). Trotz der populren Darstellung, die mathematisches Interesse aber kaum Vorkenntnisse voraussetzt,sind die Methoden so konkret beschrieben, dass eine entsprechende Programmierung oder eine bertragung auf andere Flle mglich ist. Ergnzend finden sich Hinweise auf die historische Entwicklung sowie viele Referenzen zur Fachliteratur inklusive der Rechtsliteratur zur Abgrenzung von Glcks- und Geschicklichkeitsspielen.

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