(* Constructions with unwind ************************************************)
-theorem ifr_unwind_bi (f) (p) (q) (t1) (t2):
- t1 Ο΅ π β t1β(pβπ¦) β§Έβ¬ π β
- t1 β‘π[p,q] t2 β βΌ[f]t1 β‘π[βp,βq] βΌ[f]t2.
+lemma ifr_unwind_bi (f) (p) (q) (t1) (t2):
+ t1 Ο΅ π β t1β(pβπ¦) β§Έβ¬ π β
+ t1 β‘π[p,q] t2 β βΌ[f]t1 β‘π[βp,βq] βΌ[f]t2.
#f #p #q #t1 #t2 #H1t1 #H2t1
* #n * #H1n #Ht1 #Ht2
@(ex_intro β¦ (ββq)) @and3_intro