Problem 7
Let G be CFG in Chomsky normal form that contains b variables. Show
that, if G generates some string using a derivation with more than b
steps, L (G) is infinite.
Let G be CFG in Chomsky normal form that contains b variables. Show that, if G generates some string using a derivation with more than b steps, L (G) is infinite.
The solution provides detailed instructions and explanations for the problem.