Sep 16, 2016 · So I am wondering, for what percentage of programs can we solve the halting problem? That is, if we assign a Gödel number G to every program.
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Jun 20, 2015 · Fix an optimal Turing machine U and for each n consider the ratio of the number of halting programs of length at most n by the total number ...
What Percentage of Programs Halt? 221 let ρU n be the fraction of programs of length at most n on which U halts among all programs of lengths at most n. For ...
Sep 14, 2016 · There are obviously infinitely many halting programs because there is a Turing machine Mk for every natural number k that interprets the input n ...
May 12, 2020 · The Halting Problem essentially asks you to write a function that takes a program as input and returns a boolean value indicating whether the program ...
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Fix an optimal Turing machine $U$ and for each $n$ consider the ratio $\rho^U_n$ of the number of halting programs of length at most $n$ by the total number ...
Fix an optimal Turing machine U and for each n consider the ratio ρ^U_n of the number of halting programs of length at most n by the total number of such ...
Dec 29, 2013 · The undecidability of the halting problem states that there is no general procedure for deciding whether an arbitrary sufficiently complex computer program ...
Missing: Percentage | Show results with:Percentage
What Percentage of Programs Halt? | Request PDF - ResearchGate
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Request PDF | What Percentage of Programs Halt? | Fix an optimal Turing machine U and for each n consider the ratio \(\rho ^U_n\) of the number of halting ...
Feb 14, 2019 · There are an infinite number of halting programs and in infinite number of non-halting ones, so it makes no sense to talk about a percentage.