| Rank | Theorem | Name |
| 9 | Thm* @i: ma-single-pre-init1(x;A;c;a;T;x,v.P(x,v)) Thm* & ( Thm* & (@i: ma-single-pre-init1(x;A;c;a;T;x,v.P(x,v)) Thm* & ( Thm* & (D Thm* & (realizes es.(vartype(i;x) Thm* & (realizes es.& ( Thm* & (realizes es.& ( Thm* & (realizes es.& (loc(e) = i Thm* & (realizes es.& ( Thm* & (realizes es.& (kind(e) = locl(a) Thm* & (realizes es.& ( Thm* & (realizes es.& (loc(e) = i Thm* & (realizes es.& ( Thm* & (realizes es.& (kind(e) = locl(a) Thm* & (realizes es.& & (( Thm* & (realizes es.& & ( Thm* & (realizes es.& & (( Thm* & (realizes es.& & ((loc(e) = i Thm* & (realizes es.& & ((& kind(e) = locl(a) Thm* & (realizes es.& & ((& | [s-pre-init-rule1] |
| cites the following: | ||
| 5 | Thm* Thm* ( Thm* Thm* @i: (with ds: ds init: initaction a:T precondition a(v) is P) Thm* & ( Thm* & (@i: (with ds: ds Thm* & (@init: init Thm* & (action a:T Thm* & (aprecondition a(v) is Thm* & (aP) Thm* & ( Thm* & (D Thm* & (realizes es.( | [s-pre-init-rule] |
| 6 | Thm* @i: ma-single-pre1(x;A;a;T;x,v.P(x,v)) Thm* & ( Thm* & (@i: ma-single-pre1(x;A;a;T;x,v.P(x,v)) Thm* & ( Thm* & (D Thm* & (realizes es.(vartype(i;x) Thm* & (realizes es.& ( Thm* & (realizes es.& (loc(e) = i Thm* & (realizes es.& ( Thm* & (realizes es.& (kind(e) = locl(a) Thm* & (realizes es.& ( Thm* & (realizes es.& (loc(e) = i Thm* & (realizes es.& ( Thm* & (realizes es.& ((kind(e) = locl(a) Thm* & (realizes es.& (& ( Thm* & (realizes es.& (& ((e <loc e') Thm* & (realizes es.& (& (& kind(e') = locl(a) Thm* & (realizes es.& (& (& | [s-pre-rule1] |
| 5 | Thm* @i: x : T initially x = v Thm* & ( Thm* & (@i: x : T initially x = v Thm* & ( Thm* & (D Thm* & (realizes es.(vartype(i;x) Thm* & (realizes es.& ( | [s-init-rule] |
| 8 | [d-sub_transitivity] | |
| 2 | [s-at-sub-s-at] | |
| 0 | [fpf-sub_weakening] | |
| 0 | [fpf-empty-sub] | |
| 1 | [fpf-single-sub-reflexive] | |
| 0 | [fpf-cap-wf-univ] | |
| 0 | [fpf-cap-single1] |