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0bc19271
Commit
0bc19271
authored
Feb 06, 2020
by
Ralf Jung
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remove an assumption we no longer need
parent
c3c91b70
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theories/bi/lib/counterexamples.v
theories/bi/lib/counterexamples.v
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theories/bi/lib/counterexamples.v
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0bc19271
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@@ -299,8 +299,6 @@ Module linear2. Section linear2.
fupd
E
E
(
∃
γ
,
∀
P
,
▷
P
-
∗
fupd
E
E
(
cinv
γ
P
∗
cinv_own
γ
))%
I
.
Hypothesis
cinv_access
:
∀
P
γ
,
cinv
γ
P
-
∗
cinv_own
γ
-
∗
fupd
M1
M0
(
▷
P
∗
cinv_own
γ
∗
(
▷
P
-
∗
fupd
M0
M1
emp
)).
Hypothesis
cinv_own_excl
:
∀
E
γ
,
▷
cinv_own
γ
-
∗
▷
cinv_own
γ
-
∗
fupd
E
E
False
.
(** Some general lemmas and proof mode compatibility. *)
Instance
fupd_mono'
E1
E2
:
Proper
((
⊢
)
==>
(
⊢
))
(
fupd
E1
E2
).
...
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