Commit f61e99e7 by MARCHE Claude

### update sessions after bench failures

parent b00c0672
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 ... @@ -125,7 +125,8 @@ Axiom ks_inversion : forall (n:Z), (0%Z <= n)%Z -> ((n = 0%Z) \/ ... @@ -125,7 +125,8 @@ Axiom ks_inversion : forall (n:Z), (0%Z <= n)%Z -> ((n = 0%Z) \/ Axiom ks_injective : forall (n1:Z) (n2:Z), (0%Z <= n1)%Z -> ((0%Z <= n2)%Z -> Axiom ks_injective : forall (n1:Z) (n2:Z), (0%Z <= n1)%Z -> ((0%Z <= n2)%Z -> (((ks n1) = (ks n2)) -> (n1 = n2))). (((ks n1) = (ks n2)) -> (n1 = n2))). Require Import Why3. Ltac ae := why3 "alt-ergo". Require Import Why3. Ltac ae := why3 "alt-ergo" timelimit 10. (* Why3 goal *) (* Why3 goal *) Theorem WP_parameter_reduction3 : forall (t:term), (exists n:Z, Theorem WP_parameter_reduction3 : forall (t:term), (exists n:Z, ... ...
 ... @@ -125,7 +125,8 @@ Axiom ks_inversion : forall (n:Z), (0%Z <= n)%Z -> ((n = 0%Z) \/ ... @@ -125,7 +125,8 @@ Axiom ks_inversion : forall (n:Z), (0%Z <= n)%Z -> ((n = 0%Z) \/ Axiom ks_injective : forall (n1:Z) (n2:Z), (0%Z <= n1)%Z -> ((0%Z <= n2)%Z -> Axiom ks_injective : forall (n1:Z) (n2:Z), (0%Z <= n1)%Z -> ((0%Z <= n2)%Z -> (((ks n1) = (ks n2)) -> (n1 = n2))). (((ks n1) = (ks n2)) -> (n1 = n2))). Require Import Why3. Ltac ae := why3 "alt-ergo". Require Import Why3. Ltac ae := why3 "alt-ergo" timelimit 10. (* Why3 goal *) (* Why3 goal *) Theorem WP_parameter_reduction3 : forall (t:term), (exists n:Z, Theorem WP_parameter_reduction3 : forall (t:term), (exists n:Z, ... ...
 ... @@ -125,7 +125,8 @@ Axiom ks_inversion : forall (n:Z), (0%Z <= n)%Z -> ((n = 0%Z) \/ ... @@ -125,7 +125,8 @@ Axiom ks_inversion : forall (n:Z), (0%Z <= n)%Z -> ((n = 0%Z) \/ Axiom ks_injective : forall (n1:Z) (n2:Z), (0%Z <= n1)%Z -> ((0%Z <= n2)%Z -> Axiom ks_injective : forall (n1:Z) (n2:Z), (0%Z <= n1)%Z -> ((0%Z <= n2)%Z -> (((ks n1) = (ks n2)) -> (n1 = n2))). (((ks n1) = (ks n2)) -> (n1 = n2))). Require Import Why3. Ltac ae := why3 "alt-ergo". Require Import Why3. Ltac ae := why3 "alt-ergo" timelimit 10. (* Why3 goal *) (* Why3 goal *) Theorem WP_parameter_reduction3 : forall (t:term), (exists n:Z, Theorem WP_parameter_reduction3 : forall (t:term), (exists n:Z, ... ...
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