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Tag formal-languages - Esta é a página 235 - GeneraCodice
Parsing arbitrary context-free grammars, mostly short snippets
https://www.generacodice.com/pt/articolo/1091456/parsing-arbitrary-context-free-grammars-mostly-short-snippets
formal-languages
-
parsers
-
compilers
cs.stackexchange
How to prove that a language is not context-free?
https://www.generacodice.com/pt/articolo/1091521/how-to-prove-that-a-language-is-not-context-free
formal-languages
-
reference-question
-
context-free
-
proof-techniques
cs.stackexchange
Decidable non-context-sensitive languages
https://www.generacodice.com/pt/articolo/1091540/decidable-non-context-sensitive-languages
complexity-theory
-
formal-languages
-
formal-grammars
cs.stackexchange
Show that { xy ∣ |x| = |y|, x ≠ y } is context-free
https://www.generacodice.com/pt/articolo/1091598/show-that-xy-x-y-x-y-is-context-free
formal-languages
-
context-free
cs.stackexchange
Languages accepted by modified versions of finite automata
https://www.generacodice.com/pt/articolo/1091737/languages-accepted-by-modified-versions-of-finite-automata
finite-automata
-
automata
-
formal-languages
cs.stackexchange
Is this language defined using twin primes regular?
https://www.generacodice.com/pt/articolo/1091743/is-this-language-defined-using-twin-primes-regular
finite-automata
-
automata
-
formal-languages
-
regular-languages
cs.stackexchange
Proving closure under complementation of languages accepted by min-heap automata
https://www.generacodice.com/pt/articolo/1091777/proving-closure-under-complementation-of-languages-accepted-by-min-heap-automata
automata
-
formal-languages
-
closure-properties
cs.stackexchange
Computational power of deterministic versus nondeterministic min-heap automata
https://www.generacodice.com/pt/articolo/1091783/computational-power-of-deterministic-versus-nondeterministic-min-heap-automata
automata
-
formal-languages
-
nondeterminism
cs.stackexchange
A DFA for recognizing comments
https://www.generacodice.com/pt/articolo/1091788/a-dfa-for-recognizing-comments
finite-automata
-
automata
-
formal-languages
-
compilers
cs.stackexchange
Can every linear grammar be converted to Greibach form?
https://www.generacodice.com/pt/articolo/1092321/can-every-linear-grammar-be-converted-to-greibach-form
formal-languages
-
formal-grammars
cs.stackexchange
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