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PROSA - Formally Proven Schedulability Analysis
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Lasse Blaauwbroek
PROSA - Formally Proven Schedulability Analysis
Commits
ea1c45c8
Commit
ea1c45c8
authored
3 years ago
by
Kimaya Bedarkar
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new lemma about rbf
parent
5cb12571
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analysis/facts/model/rbf.v
+144
-156
144 additions, 156 deletions
analysis/facts/model/rbf.v
results/edf/rta/bounded_pi.v
+2
-2
2 additions, 2 deletions
results/edf/rta/bounded_pi.v
results/fixed_priority/rta/bounded_pi.v
+2
-2
2 additions, 2 deletions
results/fixed_priority/rta/bounded_pi.v
with
148 additions
and
160 deletions
analysis/facts/model/rbf.v
+
144
−
156
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ea1c45c8
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results/edf/rta/bounded_pi.v
+
2
−
2
View file @
ea1c45c8
...
@@ -287,10 +287,10 @@ Section AbstractRTAforEDFwithArrivalCurves.
...
@@ -287,10 +287,10 @@ Section AbstractRTAforEDFwithArrivalCurves.
move
:
H_sched_valid
=>
[
CARR
MBR
]
.
move
:
H_sched_valid
=>
[
CARR
MBR
]
.
edestruct
exists_busy_interval_from_total_workload_bound
edestruct
exists_busy_interval_from_total_workload_bound
with
(
Δ
:=
L
)
as
[
t1
[
t2
[
T1
[
T2
GGG
]]]];
eauto
2
with
basic_facts
.
with
(
Δ
:=
L
)
as
[
t1
[
t2
[
T1
[
T2
GGG
]]]];
eauto
2
with
basic_facts
.
{
by
intros
;
rewrite
{
2
}
H_fixed_point
;
apply
total_workload_le_total_rbf
''
.
}
{
by
intros
;
rewrite
{
2
}
H_fixed_point
;
apply
total_workload_le_total_rbf
.
}
exists
t1
,
t2
;
split
;
first
by
done
.
exists
t1
,
t2
;
split
;
first
by
done
.
split
;
first
by
done
.
split
;
first
by
done
.
by
eapply
instantiated_busy_interval_equivalent_busy_interval
;
eauto
2
with
basic_facts
.
by
eapply
instantiated_busy_interval_equivalent_busy_interval
;
eauto
2
with
basic_facts
.
Qed
.
Qed
.
(** Next, we prove that [IBF_other] is indeed an interference bound. *)
(** Next, we prove that [IBF_other] is indeed an interference bound. *)
...
...
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results/fixed_priority/rta/bounded_pi.v
+
2
−
2
View file @
ea1c45c8
...
@@ -244,7 +244,7 @@ Section AbstractRTAforFPwithArrivalCurves.
...
@@ -244,7 +244,7 @@ Section AbstractRTAforFPwithArrivalCurves.
move
:
H_sched_valid
=>
[
CARR
MBR
]
.
move
:
H_sched_valid
=>
[
CARR
MBR
]
.
edestruct
(
exists_busy_interval
)
with
(
delta
:=
L
)
as
[
t1
[
t2
[
T1
[
T2
GGG
]]]];
edestruct
(
exists_busy_interval
)
with
(
delta
:=
L
)
as
[
t1
[
t2
[
T1
[
T2
GGG
]]]];
eauto
2
with
basic_facts
.
eauto
2
with
basic_facts
.
{
by
intros
;
rewrite
{
2
}
H_fixed_point
leq_add
//
;
apply
total_workload_le_total_rbf
'
.
}
{
by
intros
;
rewrite
{
2
}
H_fixed_point
leq_add
//
;
apply
total_workload_le_total_
hep_
rbf
.
}
exists
t1
,
t2
;
split
;
first
by
done
.
exists
t1
,
t2
;
split
;
first
by
done
.
split
;
first
by
done
.
split
;
first
by
done
.
by
eapply
instantiated_busy_interval_equivalent_busy_interval
;
eauto
2
with
basic_facts
.
by
eapply
instantiated_busy_interval_equivalent_busy_interval
;
eauto
2
with
basic_facts
.
...
@@ -295,7 +295,7 @@ Section AbstractRTAforFPwithArrivalCurves.
...
@@ -295,7 +295,7 @@ Section AbstractRTAforFPwithArrivalCurves.
{
apply
service_of_jobs_le_workload
;
first
apply
ideal_proc_model_provides_unit_service
.
{
apply
service_of_jobs_le_workload
;
first
apply
ideal_proc_model_provides_unit_service
.
by
apply
(
valid_schedule_implies_completed_jobs_dont_execute
sched
arr_seq
)
.
}
by
apply
(
valid_schedule_implies_completed_jobs_dont_execute
sched
arr_seq
)
.
}
{
rewrite
/
workload_of_jobs
/
total_ohep_rbf
/
total_ohep_request_bound_function_FP
.
{
rewrite
/
workload_of_jobs
/
total_ohep_rbf
/
total_ohep_request_bound_function_FP
.
by
rewrite
-
TSK
;
apply
total_workload_le_total_rbf
.
}
by
rewrite
-
TSK
;
apply
total_workload_le_total_
ohep_
rbf
.
}
all
:
eauto
2
using
arr_seq
with
basic_facts
.
}
all
:
eauto
2
using
arr_seq
with
basic_facts
.
}
Qed
.
Qed
.
...
...
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