File:Backgammon probability.png
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Summary
| Description |
English: Probability distribution of possible backgammon moves illustrated by division of probabilities into probability of one die, the sum of two dice and the combined probability of the two cases from 1-12. Six has the highest probability to occur during one move in backgammon (44.44%).
Deutsch: Wahrscheinlichkeitsverteilung für einen Backgammonzug aufgeteilt auf die einzelnen Würfel, der Summe beider Würfel und der Kombination beider Möglichkeiten von 1-12. Sechs hat demnach die höchste Wahrscheinlichkeit als Zugmöglichkeit aufzutreten (44,44%).
Ich habe mit R mit zwei Würfeln 10 Mio mal gewürfelt und die Ergebnisse geplottet. Dabei habe ich gezählt wie oft die Zahlen 1-6 von den einzelnen Würfeln gewürfelt werden, wie oft welche Summe beider Würfel auftritt und die kombinierte Wahrscheinlichkeit dieser beiden um die Wahrscheinlichkeit im Backgammon für alle möglichen Zahlen/Zugmöglichkeiten zu messen. Die einzelnen Ergebnisse habe ich jeweils als Graf eingetragen. Theoretisch berechnet gelten folgende Wahrscheinlichkeiten:
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| Date | |
| Source | Own work |
| Author | Axelfoley12 |
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| Date/Time | Thumbnail | Dimensions | User | Comment | |
|---|---|---|---|---|---|
| current | 01:07, 18 December 2017 | | 2,100 × 2,100 (242 KB) | Axelfoley12 | Correct typos |
| 23:48, 17 December 2017 |  | 655 × 538 (12 KB) | Axelfoley12 | User created page with UploadWizard |
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