Level: Lib Thy Top: 1 1
Hypotheses:- E :

- T :

- L :

- Ach : Signature(E;T;L)
- Tor : Signature(E;T;L)
- u : T
- w : T
- Run(E;T;L;Ach)
- Order(E;e,f.e < f)
- IrLinorder(T;t,u.t < u)
- IrLinorder(L;x,y.x < y)
- t0 < Tor.t1
r,u:T. t0
r
r < u
u
Tor.t1 
(Tor.d r) < (Tor.d u)
e,f:E. I e
I f 
(e < f 

(time e) < (time f))
e:E.
n:
.
w:{f:E| f < e} 
n. Inj({f:E| f < e} ;
n;w)- Def t0
r:T. t0
r
r
Tor.t1
Def r 
Def (Tor.d r)- < = <
- < = <
- < = <
- I = I
- time = time
- Def = Def
- Def = Def
- t0 = t0
- Tor.t1 < Ach.t1
(
t:T
(t0 < t
t
Ach.t1
Ach.d t = Tor.d t
(
s:T. t0
s
s < t 
(Ach.d s) < (Tor.d s)))
Def t) - IVP(Ach)
- Ach.d w = Tor.d w
- t0
u - u < w
- w
Ach.t1 - w
Tor.t1 - (Ach.d u) < (Tor.d u)
- Def u
- Def w
Conclusion:
t0
u
Applied Tactic: Unfold `sign_t_ref_rel` 0 THEN Reduce 0 THEN RWH (RevHypC 19) 0 THENA Auto
THEN RWH (RevHypC 25) 0 THENA Auto
THEN Unfold `sign_t_ref_rel` 29 THEN Reduce 29 THEN Auto
Generated subgoals: