code logs -> 2022 -> Tue, 08 Nov 2022< code.20221107.log - code.20221109.log >
--- Log opened Tue Nov 08 00:00:12 2022
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01:41
<&McMartin>
Were there other limitations on the game that made this not literally the halting problem?
01:42
<&McMartin>
(I forget if, for instance, the paper tape was of limited length)
01:59
<&ToxicFrog>
I do not recall! I last played this in university.
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03:21
<@mac>
McMartin: Only half the puzzles were halting problems. The other half required you to output the given robot with the symbol tape manipulated in some specified manner instead.
03:21
<@mac>
E.g. 'move all reds to the end'.
03:23
<@mac>
Though obviously it isn't a /true/ Turing machine since the number of states and transitions are limited.
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03:53
<~Vornicus>
the capstones in the original were iirc "add two binary numbers" and some similar stuff where a correct answer took up basically the entire grid
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04:28
<&McMartin>
mac: No, I mean, "does this Turing Machine decide this property" and the obvious generalizations of it all reduce to the halting problem and thus are themselves undecidable
04:28
<&McMartin>
Zachtronics games address this by giving you a Stop key, basically
04:29
<&McMartin>
The trailer shows an infinite loop detector, which given the general nature of the problems will be feasible for "sane" infinite loops and comprehensive if there's a maximum tape length.
04:29
<@mac>
Pretty sure there's just a maximum runtime permittefd per robot.
04:30
<&McMartin>
(The conveyors are all fixed in place so if the robot hits a cell twice with the same tape, you can immediately flag that as a loop)
04:30
<@mac>
In the original, that is.
04:30
<&McMartin>
Capping the number of steps will also accomplish this, yes.
04:30
<&McMartin>
... though it occurs to me that the proof for doing so is that a machine that runs for a finite number of steps only has a finite-sized tape and finite-sized tape is known to be solvable.
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07:07
<~Vornicus>
this thing, in the zachtronics tradition, includes leaderboards, but also goal values for the things it counts
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--- Log closed Wed Nov 09 00:00:14 2022
code logs -> 2022 -> Tue, 08 Nov 2022< code.20221107.log - code.20221109.log >

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