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Recursively enumerable language
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Recursively enumerable language
by
Wikipedia Bot
0
1970-01-01
0
Recursively enumerable language
by
Ciro Santilli
34
Updated
2024-11-19
Created
1970-01-01
There is a
Turing machine
that halts for every member of the language with the answer yes, but does not necessarily halt for non-members.
Non-examples:
cs.stackexchange.com/questions/52503/non-recursively-enumerable-languages
Total articles:
2