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kdice Math
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JohnGalt wrote
at 7:44 PM, Friday February 23, 2007 EST
Theorem 1: The proabilitythat you will go first is positiely correlated with the amount of attention you are giving to the game as you wait for it to fill up.
Theorem 2: The probability of winning a dice battle is negatively correlated with the need to win that territory to create a connection. Theorem 3: Your new dice are more likely to be placed where they cannot do you any good. Your opponent's dice are more likely to be placed placed on the states bordering you. (kdice Impossibility Theorem) I'm sure there are plenty more.Please add. |
Replies 1 - 3 of 3
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The Decider wrote
at 8:14 PM, Friday February 23, 2007 EST I think what you have there are conjectures, son. Maybe hypotheses. Theorems need to be proven.
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fuzzycat wrote
at 12:30 AM, Saturday February 24, 2007 EST I have a greater theorem about human expectations and general results.
Negative expectations result into Negative consequences. While Positive expectations result also into Negative consequences. |
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Grunvagr wrote
at 12:59 AM, Saturday February 24, 2007 EST your third theorem sounds more like one of Murphy's Laws than a kdice Math theorem.
Here's a math theorem for ya The only surefire attacks are 7v1s and 8v1s. |