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b9ba5332
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b9ba5332
authored
Feb 06, 2020
by
Ralf Jung
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typo and gamma
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436f4abe
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theories/bi/lib/counterexamples.v
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theories/bi/lib/counterexamples.v
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b9ba5332
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@@ -271,7 +271,7 @@ End linear1. End linear1.
(** This proves that if we have linear impredicative invariants, we can still
drop arbitrary resources (i.e., we can "defeat" linearity).
Variant 2: the invariant can depend on the chose
gname
, and we also have
Variant 2: the invariant can depend on the chose
n [γ]
, and we also have
an accessor that gives back the invariant token immediately,
not just after the invariant got closed again. *)
Module
linear2
.
Section
linear2
.
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