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Refined precondition of reordering lemma.
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1 changed files with 7 additions and 1 deletions
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@ -279,7 +279,7 @@ void VF_reordeReadyList(List_t* pxReadyList, ListItem_t * pxTaskItem)
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gPrefOwnerLists == take(gOffset, gOwnerLists) &*&
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gPrefOwnerLists == take(gOffset, gOwnerLists) &*&
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gSufOwnerLists == drop(gOffset+1, gOwnerLists) &*&
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gSufOwnerLists == drop(gOffset+1, gOwnerLists) &*&
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forall(gOwnerLists, (superset)(gTasks)) == true &*&
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forall(gOwnerLists, (superset)(gTasks)) == true &*&
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forall(gOwners, (mem_list_elem)(gTasks)) == true;
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subset(gOwners, gTasks) == true;
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@*/
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@*/
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/*@ ensures
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/*@ ensures
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readyLists_p(?gReorderedCellLists, ?gReorderedOwnerLists) &*&
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readyLists_p(?gReorderedCellLists, ?gReorderedOwnerLists) &*&
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@ -291,6 +291,12 @@ void VF_reordeReadyList(List_t* pxReadyList, ListItem_t * pxTaskItem)
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{
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{
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//@ open VF_reordeReadyList__ghost_args(_, _, _, _);
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//@ open VF_reordeReadyList__ghost_args(_, _, _, _);
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// Proving `∀o ∈ gOwners. o ∈ gTasks`
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//@ forall_mem(gOwners, gOwnerLists, (superset)(gTasks));
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//@ assert( superset(gTasks, gOwners) == true );
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//@ subset_implies_forall_mem(gOwners, gTasks);
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//@ assert( forall(gOwners, (mem_list_elem)(gTasks)) == true );
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// Proving `length(gCells) == length(gOwners) == gSize + 1`:
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// Proving `length(gCells) == length(gOwners) == gSize + 1`:
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//@ open xLIST(pxReadyList, gSize, gIndex, gEnd, gCells, gVals, gOwners);
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//@ open xLIST(pxReadyList, gSize, gIndex, gEnd, gCells, gVals, gOwners);
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//@ close xLIST(pxReadyList, gSize, gIndex, gEnd, gCells, gVals, gOwners);
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//@ close xLIST(pxReadyList, gSize, gIndex, gEnd, gCells, gVals, gOwners);
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