action sets Sections AutomataTheory Doc

Def ||e:L|| == if null(L)0 ;e=hd(L)1+||e:tl(L)|| else ||e:tl(L)|| fi (recursive)

Thm* e:, L:*, n:. ||e:(Ln)|| = n||e:L|| counter_lpower

Thm* e:, L,M:*. ||e:L @ M|| = ||e:L||+||e:M|| counter_append

Thm* e:. ||e:nil|| = 0 counter_of_nil