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Definitions
grammar
1
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AutomataTheory
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At:
reg
g
wf
V,T:Type, G:Grammar(V;T). RegG(G)
Prop
By:
Unfold `reg_g` 0
THEN
Analyze
THEN
Inst
Thm*
a:A, as:A*. ||a.as|| = ||as||+1 [V+T;inl(A);nil]
THEN
RWH (HypC 8) 0
THEN
RWH (LemmaC
Thm*
||nil|| = 0) 0
Generated subgoals:
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