(36steps) PrintForm Definitions Lemmas mb automata 3 Sections GenAutomata Doc

At: covers pred lemma2 1 2 1 1
1. r: rel()
2. I: Collection(rel())
3. A: ioa{i:l}()
4. a: Label
5. r I
6. x:Label. rel_mentions(r;x) covers_var(A;x)

r':rel(), as:(LabelTerm) List. 1of(unzip(as)) = rel_primed_vars(r) & (i:. i < ||as|| 2of(as[i]) (x.smts_eff(action_effect(a;A.eff;A.frame);x))(1of(as[i]))) & r' = rel_subst2(as;r)
By: Assert (as:(LabelTerm) List. 1of(unzip(as)) = rel_primed_vars(r) & (i:. i < ||as|| 2of(as[i]) smts_eff(action_effect(a;A.eff;A.frame);1of(as[i]))))
Generated subgoals:

1 as:(LabelTerm) List. 1of(unzip(as)) = rel_primed_vars(r) & (i:. i < ||as|| 2of(as[i]) smts_eff(action_effect(a;A.eff;A.frame);1of(as[i])))
27. as:(LabelTerm) List. 1of(unzip(as)) = rel_primed_vars(r) & (i:. i < ||as|| 2of(as[i]) smts_eff(action_effect(a;A.eff;A.frame);1of(as[i])))
r':rel(), as:(LabelTerm) List. 1of(unzip(as)) = rel_primed_vars(r) & (i:. i < ||as|| 2of(as[i]) (x.smts_eff(action_effect(a;A.eff;A.frame);x))(1of(as[i]))) & r' = rel_subst2(as;r)

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productlistless_thanlambdaapplyequalimpliesandallexists

(36steps) PrintForm Definitions Lemmas mb automata 3 Sections GenAutomata Doc