Let g be an unambiguous cfg without lambda-productions a


Let G be an unambiguous CFG without λ-productions.

(a) If  L(G), show that the number of steps needed to derive is linear in the length of x.

(b) Does this linearity result hold if λ-productions are included?

(c) Does this linearity result hold if G is ambiguous?

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Basic Statistics: Let g be an unambiguous cfg without lambda-productions a
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