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PROSA - Formally Proven Schedulability Analysis
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Lasse Blaauwbroek
PROSA - Formally Proven Schedulability Analysis
Commits
92d1cf07
Commit
92d1cf07
authored
9 years ago
by
Felipe Cerqueira
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Give a better name to the equality relation
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ed7438a0
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arrival_sequence.v
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92d1cf07
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@@ -48,9 +48,9 @@ Module ArrivalSequence.
(* Finally, we assume a decidable equality for JobIn. We don't care about
its definition. It's just to make JobIn compatible with ssreflect. *)
Definition
f
(
arr_seq
:
arrival_sequence
Job
)
:=
Definition
jobin_eqde
f
(
arr_seq
:
arrival_sequence
Job
)
:=
(
fun
j1
j2
:
JobIn
arr_seq
=>
(
JobIn_is_Job
j1
)
==
(
JobIn_is_Job
j2
))
.
Axiom
eqn_jobin
:
forall
arr_seq
,
Equality
.
axiom
(
f
arr_seq
)
.
Axiom
eqn_jobin
:
forall
arr_seq
,
Equality
.
axiom
(
jobin_eqde
f
arr_seq
)
.
Canonical
jobin_eqMixin
arr_seq
:=
EqMixin
(
eqn_jobin
arr_seq
)
.
Canonical
jobin_eqType
arr_seq
:=
Eval
hnf
in
EqType
(
JobIn
arr_seq
)
(
jobin_eqMixin
arr_seq
)
.
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