标签context-free - 这是页1 - GeneraCodice

Proving that grammar generates language with multi variable inequalities

https://www.generacodice.com/cn/articolo/2480273/proving-that-grammar-generates-language-with-multi-variable-inequalities

  induction  -  context-free

cs.stackexchange

2 cfl的交点

https://www.generacodice.com/cn/articolo/2476044/2-cfl的交点

  formal-languages  -  context-free

cs.stackexchange

Correct application of the CFL Pumping Lemma

https://www.generacodice.com/cn/articolo/2475723/correct-application-of-the-cfl-pumping-lemma

  formal-languages  -  pumping-lemma  -  context-free

cs.stackexchange

将PDA转换为CFG

https://www.generacodice.com/cn/articolo/2474524/将pda转换为cfg

  automata  -  formal-grammars  -  pushdown-automata  -  context-free

cs.stackexchange

PDA Kleene星座建筑

https://www.generacodice.com/cn/articolo/2473967/pda-kleene星座建筑

  pushdown-automata  -  context-free  -  closure-properties

cs.stackexchange

如果$ a $ was上下文中，则$ a ^ * $是常规的

https://www.generacodice.com/cn/articolo/2473412/如果-a-was上下文中-则-a-是常规的

  formal-languages  -  regular-languages  -  context-free

cs.stackexchange

我怎样才能将2个PDA结合成1

https://www.generacodice.com/cn/articolo/2472867/我怎样才能将2个pda结合成1

  automata  -  pushdown-automata  -  context-free

cs.stackexchange

CFG-无限递归

https://www.generacodice.com/cn/articolo/2472381/cfg-无限递归

  regular-languages  -  context-free  -  regular-expressions

cs.stackexchange

为什么下面的语法不是 LL(1)

https://www.generacodice.com/cn/articolo/2471659/为什么下面的语法不是-ll-1

  parsers  -  context-free  -  compilers

cs.stackexchange

Pumping Lemma for CFL - $ \{ 0^{i} 1^{j} 0^{k} 1^{l} \hspace{0.2cm}| \hspace{0.2cm} i = l \hspace{0.2cm} \land j = k \} $

https://www.generacodice.com/cn/articolo/2471570/pumping-lemma-for-cfl-0-i-1-j-0-k-1-l-hspace-0-2cm-hspace-0-2cm-i-l-hspace-0-2cm-land-j-k

  pumping-lemma  -  context-free  -  proof-techniques  -  correctness-proof

cs.stackexchange

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