(73steps) PrintForm Definitions Lemmas mb automata 4 Sections GenAutomata Doc

At: wp2 rel correct 1 1 1 2 1 1 1 1
1. A: ioa{i:l}()
2. r: rel()
3. rho: Decl
4. de: sig()
5. e: {[[de]] rho}
6. a: ([[A.da]] rho)
7. tr: trace_env([[A.da]] rho)
8. tc_ioa(A;de)
9. trace_consistent_rel(rho;A.da;tr.proj;r)
10. single_valued_decls(A.ds)
11. s: [[A]] rho de e.state
12. x': [[A]] rho de e.state
13. tc(r;A.ds;dec_lookup(A.da;kind(a));de)
14. covers_rel(A;r)
15. p:pre(). p A.pre p.kind = kind(a) [[p.rel]] rho A.ds dec_lookup(A.da;kind(a)) de e s value(a) niltrace()
16. ef:eff(). ef A.eff ef.kind = kind(a) x'.ef.smt.lbl = [[ef.smt.term]] 1of(e) s value(a) niltrace() [[ef.smt.typ]] rho
17. fr:frame(). fr A.frame (kind(a) fr.acts) x'.fr.var = s.fr.var [[fr.typ]] rho
18. rel_mng_2(r; rho; A.ds; dec_lookup(A.da;kind(a)); de; e; s; x'; value(a); tr)
19. r@0: rel()
20. as: (LabelTerm) List
21. 1of(unzip(as)) = rel_primed_vars(r)
22. i:. i < ||as|| 2of(as[i]) (x.smts_eff(action_effect(kind(a);A.eff;A.frame);x))(1of(as[i]))
23. r@0 = rel_subst2(as;r)
24. value(a) [[dec_lookup(A.da;kind(a))]] rho
25. i: ||as||
26. mentions_trace(2of(as[i]))
27. 2of(as[i]) smts_eff(action_effect(kind(a);A.eff;A.frame);1of(as[i]))

e:eff(). e A.eff & mentions_trace(e.smt.term)
By:
Unfold `smts_eff` -1
THEN
Unfold `smt_terms` -1
THEN
RW ColMemberC -1
THEN
ExRepD
THEN
Unfold `action_effect` -3
THEN
RW ColMemberC -3
THEN
Analyze -3
THEN
ExRepD
Generated subgoals:

127. s1: smt()
28. e1: eff()
29. e1 A.eff
30. e1.kind = kind(a)
31. s1 = e1.smt
32. s1.lbl = 1of(as[i])
33. 2of(as[i]) = s1.term
e:eff(). e A.eff & mentions_trace(e.smt.term)
227. s1: smt()
28. f: frame()
29. f A.frame
30. kind(a) f.acts
31. s1 = mk_smt(f.var, f.var, f.typ)
32. s1.lbl = 1of(as[i])
33. 2of(as[i]) = s1.term
e:eff(). e A.eff & mentions_trace(e.smt.term)

About:
productlistassertnatural_numberless_thanlambdaapply
equalmemberimpliesandall
exists

(73steps) PrintForm Definitions Lemmas mb automata 4 Sections GenAutomata Doc