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Lev Reyzin
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Given a regular language (NFA, DFA, grammar, or regex), how can the number of accepting words in a given language be counted? Both "with exactly n letters" and "with at most n letters" are of interest.

Margareta AckermanMargareta Ackerman has two papers on the related subject of enumerating words accepted by an NFA, but I wasn't able to modify them to count efficiently.

It seems like the restricted nature of regular languages should make counting them relatively easy -- I almost expect a formula more than an algorithm Unfortunately my searches so far haven't turned up anything, so I must be using the wrong terms.

Given a regular language (NFA, DFA, grammar, or regex), how can the number of accepting words in a given language be counted? Both "with exactly n letters" and "with at most n letters" are of interest.

Margareta Ackerman has two papers on the related subject of enumerating words accepted by an NFA, but I wasn't able to modify them to count efficiently.

It seems like the restricted nature of regular languages should make counting them relatively easy -- I almost expect a formula more than an algorithm Unfortunately my searches so far haven't turned up anything, so I must be using the wrong terms.

Given a regular language (NFA, DFA, grammar, or regex), how can the number of accepting words in a given language be counted? Both "with exactly n letters" and "with at most n letters" are of interest.

Margareta Ackerman has two papers on the related subject of enumerating words accepted by an NFA, but I wasn't able to modify them to count efficiently.

It seems like the restricted nature of regular languages should make counting them relatively easy -- I almost expect a formula more than an algorithm Unfortunately my searches so far haven't turned up anything, so I must be using the wrong terms.

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Charles
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Given a regular language (NFA, DFA, grammar, or regex), how can the number of accepting words in a given language be counted? Both "with exactly n letters" and "with at most n letters" are of interest.

Margareta Ackerman has two papers on the related subject of enumerating words accepted by an NFA, but I wasn't able to modify them to count efficiently.

It seems like the restricted nature of regular languages should make counting them relatively easy -- I almost expect a formula more than an algorithm Unfortunately my searches so far haven't turned up anything, so I must be using the wrong terms.

Given a regular language (NFA, DFA, grammar, or regex), how can the number of accepting words in a given language be counted?

Margareta Ackerman has two papers on the related subject of enumerating words accepted by an NFA, but I wasn't able to modify them to count efficiently.

It seems like the restricted nature of regular languages should make counting them relatively easy -- I almost expect a formula more than an algorithm Unfortunately my searches so far haven't turned up anything, so I must be using the wrong terms.

Given a regular language (NFA, DFA, grammar, or regex), how can the number of accepting words in a given language be counted? Both "with exactly n letters" and "with at most n letters" are of interest.

Margareta Ackerman has two papers on the related subject of enumerating words accepted by an NFA, but I wasn't able to modify them to count efficiently.

It seems like the restricted nature of regular languages should make counting them relatively easy -- I almost expect a formula more than an algorithm Unfortunately my searches so far haven't turned up anything, so I must be using the wrong terms.

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Charles
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Counting words accepted by a regular grammar

Given a regular language (NFA, DFA, grammar, or regex), how can the number of accepting words in a given language be counted?

Margareta Ackerman has two papers on the related subject of enumerating words accepted by an NFA, but I wasn't able to modify them to count efficiently.

It seems like the restricted nature of regular languages should make counting them relatively easy -- I almost expect a formula more than an algorithm Unfortunately my searches so far haven't turned up anything, so I must be using the wrong terms.