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In
turn, players roll a single die as many times as desire.
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If a
player stops before rolling a 1, the player adds the total of the
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numbers
rolled in sequence to their cumulative score.
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If a
player rolls a 1, the player receives no score.
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The
goal is to be the first player to reach a score of 100.
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Qn(s,a) ß (1-an)Qn-1(s,a) + an(r
+ g maxa'[Qn-1(s',a')])
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an = 1/(1+visitsn(s,a))
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What
are the ramifications of one's choice for g?
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How
can one best speed convergence observing real game
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experience?
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