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The Mathematics of 2048: Counting States by Exhaustive Enumeration

150 点作者 jdleesmiller超过 7 年前

5 条评论

maweki超过 7 年前
This is neat. I wonder whether there is a faster approach using binary decision diagrams or a variant thereof. If the state transition were represented by a binary function, BDDs could allow for counting states without actually enumerating. The question would be, how to actually find all the fixed points of that function.
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scottmsul超过 7 年前
Would be interesting to see alpha zero trained on 2048, conv nets seem well suited for this kind of game.
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bhouston超过 7 年前
Neat. Seems a lot harder than the work I did to enumerate towers of Hanoi back in 2004:<p><a href="https:&#x2F;&#x2F;www.cs.carleton.ca&#x2F;sites&#x2F;default&#x2F;files&#x2F;tr&#x2F;TR-04-10.pdf" rel="nofollow">https:&#x2F;&#x2F;www.cs.carleton.ca&#x2F;sites&#x2F;default&#x2F;files&#x2F;tr&#x2F;TR-04-10.p...</a>
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Setepenre超过 7 年前
Whats the network&#x2F;gra[h library you used to draw those nice diagrams ?
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tomahunt超过 7 年前
Oh,I misread this title and thought it was going to be about maths in the year 2048.
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