private List <IntervalConstruct> SortIntervalList(List <IntervalConstruct> intervals)
{
V_0 = new IntervalConstruct(intervals.get_Item(0));
V_2 = intervals.GetEnumerator();
try
{
while (V_2.MoveNext())
{
V_3 = V_2.get_Current();
dummyVar0 = V_0.get_Children().Add(V_3);
}
}
finally
{
((IDisposable)V_2).Dispose();
}
stackVariable15 = DFSTBuilder.BuildTree(V_0);
V_1 = new List <IntervalConstruct>();
V_4 = stackVariable15.get_ReversePostOrder().GetEnumerator();
try
{
while (V_4.MoveNext())
{
V_5 = V_4.get_Current();
V_1.Add(V_5.get_Construct() as IntervalConstruct);
}
}
finally
{
((IDisposable)V_4).Dispose();
}
return(V_1);
}
/// <summary>
/// Creates the graph between the interval constructs in <paramref name="intervals"/>.
/// </summary>
private void CreateGraph(IEnumerable <IntervalConstruct> intervals)
{
/// Traverse each interval
foreach (IntervalConstruct interval in intervals)
{
/// Traverse each logical construct, part of the interval
foreach (ILogicalConstruct node in interval.Children)
{
IEnumerable <ILogicalConstruct> nodeSuccessorsCollection = GetNodeSuccessors(node);
/// Traverse each of the construct's successors
foreach (ILogicalConstruct nodeSuccessor in nodeSuccessorsCollection)
{
if (nodeToInterval.ContainsKey(nodeSuccessor) && nodeToInterval[nodeSuccessor] != interval)
{
/// The current successor is not part of the construct's interval
/// Thus, the interval that holds the successor must succeed the current construct's interval
IntervalConstruct successingInterval = nodeToInterval[nodeSuccessor];
if (interval.SameParentSuccessors.Contains(successingInterval))
{
/// The relation has already been added
continue;
}
interval.SameParentSuccessors.Add(successingInterval);
successingInterval.SameParentPredecessors.Add(interval);
}
}
}
}
}
private void AddNewHeaders(ILogicalConstruct currentHeader, IntervalConstruct currentInterval)
{
V_0 = new Stack <ILogicalConstruct>();
V_1 = new HashSet <ILogicalConstruct>();
V_0.Push(currentHeader);
while (V_0.get_Count() > 0)
{
V_2 = V_0.Pop();
if (V_1.Contains(V_2))
{
continue;
}
dummyVar0 = V_1.Add(V_2);
V_3 = this.GetNodeSuccessors(V_2).GetEnumerator();
try
{
while (V_3.MoveNext())
{
V_4 = V_3.get_Current();
this.CheckAndAddPossibleHeader(V_4, currentInterval, V_0);
}
}
finally
{
if (V_3 != null)
{
V_3.Dispose();
}
}
}
return;
}
/// <summary>
/// Fills <paramref name="interval"/> with the nodes, that belong to it.
/// </summary>
/// <param name="intervalHeader">The header node of <paramref name="interval"/>.</param>
/// <param name="interval">The interval to be filled with nodes.</param>
private void FillInterval(ILogicalConstruct intervalHeader, IntervalConstruct interval)
{
/// For more clarifications on the algorithm, see "6.3.3 Interval Theory" of <see cref="Reverse Compilation Techniques.pdf"/>.
nodeToInterval.Add(intervalHeader, interval);
Queue <ILogicalConstruct> possibleNodes = new Queue <ILogicalConstruct>();
IEnumerable <ILogicalConstruct> currentNodeSuccessors = GetNodeSuccessors(intervalHeader);
foreach (ILogicalConstruct successor in currentNodeSuccessors)
{
/// Check if the successor is from the graph that is being analysed
/// This check is needed, because GetNodeSuccessors returns all successors, even the one that have been marked only as goto reachable.
if (availableNodes.Contains(successor))
{
possibleNodes.Enqueue(successor);
}
}
while (possibleNodes.Count > 0)
{
ILogicalConstruct currentNode = possibleNodes.Dequeue();
//check if the node is in any interval
if (nodeToInterval.ContainsKey(currentNode))
{
continue;
}
bool addInInterval = true;
IEnumerable <ILogicalConstruct> currentNodePredecessorsCollection = GetNodePredecessors(currentNode);
foreach (ILogicalConstruct predecessor in currentNodePredecessorsCollection)
{
if (!nodeToInterval.ContainsKey(predecessor) || nodeToInterval[predecessor] != interval)
{
/// The construct has a predecessor, that is not from the current interval.
/// Thus, the construct is not dominated by the interval header, and isnt part of the interval
addInInterval = false;
break;
}
}
if (addInInterval)
{
/// Add the node to the interval and update the corresponding collections.
interval.Children.Add(currentNode);
nodeToInterval.Add(currentNode, interval);
currentNodeSuccessors = GetNodeSuccessors(currentNode);
/// Update the possible nodes collection with all the successors of the current node.
foreach (ILogicalConstruct successor in currentNodeSuccessors)
{
if (availableNodes.Contains(successor))
{
possibleNodes.Enqueue(successor);
}
}
}
}
}
/// <summary>
/// Fills <paramref name="interval"/> with the nodes, that belong to it.
/// </summary>
/// <param name="intervalHeader">The header node of <paramref name="interval"/>.</param>
/// <param name="interval">The interval to be filled with nodes.</param>
private void FillInterval(ILogicalConstruct intervalHeader, IntervalConstruct interval)
{
/// For more clarifications on the algorithm, see "6.3.3 Interval Theory" of <see cref="Reverse Compilation Techniques.pdf"/>.
nodeToInterval.Add(intervalHeader, interval);
Queue<ILogicalConstruct> possibleNodes = new Queue<ILogicalConstruct>();
IEnumerable<ILogicalConstruct> currentNodeSuccessors = GetNodeSuccessors(intervalHeader);
foreach (ILogicalConstruct successor in currentNodeSuccessors)
{
/// Check if the successor is from the graph that is being analysed
/// This check is needed, because GetNodeSuccessors returns all successors, even the one that have been marked only as goto reachable.
if (availableNodes.Contains(successor))
{
possibleNodes.Enqueue(successor);
}
}
while (possibleNodes.Count > 0)
{
ILogicalConstruct currentNode = possibleNodes.Dequeue();
//check if the node is in any interval
if (nodeToInterval.ContainsKey(currentNode))
{
continue;
}
bool addInInterval = true;
IEnumerable<ILogicalConstruct> currentNodePredecessorsCollection = GetNodePredecessors(currentNode);
foreach (ILogicalConstruct predecessor in currentNodePredecessorsCollection)
{
if (!nodeToInterval.ContainsKey(predecessor) || nodeToInterval[predecessor] != interval)
{
/// The construct has a predecessor, that is not from the current interval.
/// Thus, the construct is not dominated by the interval header, and isnt part of the interval
addInInterval = false;
break;
}
}
if (addInInterval)
{
/// Add the node to the interval and update the corresponding collections.
interval.Children.Add(currentNode);
nodeToInterval.Add(currentNode, interval);
currentNodeSuccessors = GetNodeSuccessors(currentNode);
/// Update the possible nodes collection with all the successors of the current node.
foreach (ILogicalConstruct successor in currentNodeSuccessors)
{
if (availableNodes.Contains(successor))
{
possibleNodes.Enqueue(successor);
}
}
}
}
}
public List <IntervalConstruct> ReduceCfg()
{
this.headers.Enqueue(this.entryPoint);
while (this.headers.get_Count() > 0)
{
V_0 = this.headers.Dequeue();
V_1 = new IntervalConstruct(V_0);
this.intervals.Add(V_1);
this.FillInterval(V_0, V_1);
this.AddNewHeaders(V_0, V_1);
}
this.CreateGraph(this.intervals);
return(this.SortIntervalList(this.intervals));
}
private void CheckAndAddPossibleHeader(ILogicalConstruct node, IntervalConstruct currentInterval, Stack <ILogicalConstruct> st)
{
if (!this.nodeToInterval.ContainsKey(node))
{
if (!this.headers.Contains(node))
{
this.headers.Enqueue(node);
}
return;
}
if (this.nodeToInterval.get_Item(node) == currentInterval)
{
st.Push(node);
}
return;
}
/// <summary>
/// Sorts the intervals in Reverse post order.
/// </summary>
/// <param name="intervals">The intervals to be sorted.</param>
/// <returns>Returns sorted list of intervals.</returns>
private List <IntervalConstruct> SortIntervalList(List <IntervalConstruct> intervals)
{
IntervalConstruct intervalGraph = new IntervalConstruct(intervals[0]);
foreach (ISingleEntrySubGraph interval in intervals)
{
intervalGraph.Children.Add(interval);
}
DFSTree dfsTree = DFSTBuilder.BuildTree(intervalGraph);
List <IntervalConstruct> sortedList = new List <IntervalConstruct>();
foreach (DFSTNode node in dfsTree.ReversePostOrder)
{
sortedList.Add(node.Construct as IntervalConstruct);
}
return(sortedList);
}
/// <summary>
/// Checks if <paramref name="node"/> is new header. If it is, it's added to 'headers' collection. If it isn't,
/// it's pushed in <paramref name="st"/>.
/// </summary>
/// <param name="node">The node in question.</param>
/// <param name="currentInterval">The interval, that looks for successor headers.</param>
/// <param name="st">The stack of the recursion.</param>
private void CheckAndAddPossibleHeader(ILogicalConstruct node, IntervalConstruct currentInterval, Stack <ILogicalConstruct> st)
{
/// st should be the stack of AddNewHeaders method
if (!nodeToInterval.ContainsKey(node))
{
if (!headers.Contains(node))
{
/// The node is not in any interval, and not marked as header yet.
headers.Enqueue(node);
}
return;
}
if (nodeToInterval[node] == currentInterval)
{
/// The node is part of the interval being inspected.
/// The node's children might be headers, so it's added.
st.Push(node);
}
}
/// <summary>
/// The entry point of the class. Performs one reducing step on the graph.
/// </summary>
/// <returns>Returns list of all the intervals.</returns>
public List <IntervalConstruct> ReduceCfg()
{
headers.Enqueue(entryPoint);
while (headers.Count > 0)
{
/// Construct new interval from the header.
ILogicalConstruct currentHeader = headers.Dequeue();
IntervalConstruct currentInterval = new IntervalConstruct(currentHeader);
intervals.Add(currentInterval);
/// Fill the newly constructed interval with the nodes that belong to it.
FillInterval(currentHeader, currentInterval);
/// Add the headers to the remaining intervals in the graph to 'headers' collection
AddNewHeaders(currentHeader, currentInterval);
}
/// Update the relations between the intervals, based on the nodes they contain.
/// Doesn't destroy the relations between the nested nodes themselves.
CreateGraph(intervals);
return(SortIntervalList(intervals));
}
/// <summary>
/// Adds entries to headers collection after the completion of an interval.
/// </summary>
/// <param name="currentHeader">The header of the completed interval.</param>
/// <param name="currentInterval">The completed interval.</param>
private void AddNewHeaders(ILogicalConstruct currentHeader, IntervalConstruct currentInterval)
{
/// Perform DFS on the headers.
Stack <ILogicalConstruct> st = new Stack <ILogicalConstruct>();
HashSet <ILogicalConstruct> checkedHeaders = new HashSet <ILogicalConstruct>();
st.Push(currentHeader);
while (st.Count > 0)
{
ILogicalConstruct currentNode = st.Pop();
if (checkedHeaders.Contains(currentNode))
{
continue;
}
checkedHeaders.Add(currentNode);
IEnumerable <ILogicalConstruct> currentNodeSuccessorsCollection = GetNodeSuccessors(currentNode);
foreach (ILogicalConstruct node in currentNodeSuccessorsCollection)
{
CheckAndAddPossibleHeader(node, currentInterval, st);
}
}
}
/// <summary>
/// The entry point of the class. Performs one reducing step on the graph.
/// </summary>
/// <returns>Returns list of all the intervals.</returns>
public List<IntervalConstruct> ReduceCfg()
{
headers.Enqueue(entryPoint);
while (headers.Count > 0)
{
/// Construct new interval from the header.
ILogicalConstruct currentHeader = headers.Dequeue();
IntervalConstruct currentInterval = new IntervalConstruct(currentHeader);
intervals.Add(currentInterval);
/// Fill the newly constructed interval with the nodes that belong to it.
FillInterval(currentHeader, currentInterval);
/// Add the headers to the remaining intervals in the graph to 'headers' collection
AddNewHeaders(currentHeader, currentInterval);
}
/// Update the relations between the intervals, based on the nodes they contain.
/// Doesn't destroy the relations between the nested nodes themselves.
CreateGraph(intervals);
return SortIntervalList(intervals);
}
private void FillInterval(ILogicalConstruct intervalHeader, IntervalConstruct interval)
{
this.nodeToInterval.Add(intervalHeader, interval);
V_0 = new Queue <ILogicalConstruct>();
V_1 = this.GetNodeSuccessors(intervalHeader).GetEnumerator();
try
{
while (V_1.MoveNext())
{
V_2 = V_1.get_Current();
if (!this.availableNodes.Contains(V_2))
{
continue;
}
V_0.Enqueue(V_2);
}
}
finally
{
if (V_1 != null)
{
V_1.Dispose();
}
}
while (V_0.get_Count() > 0)
{
V_3 = V_0.Dequeue();
if (this.nodeToInterval.ContainsKey(V_3))
{
continue;
}
V_4 = true;
V_1 = this.GetNodePredecessors(V_3).GetEnumerator();
try
{
while (V_1.MoveNext())
{
V_5 = V_1.get_Current();
if (this.nodeToInterval.ContainsKey(V_5) && this.nodeToInterval.get_Item(V_5) == interval)
{
continue;
}
V_4 = false;
goto Label0;
}
}
finally
{
if (V_1 != null)
{
V_1.Dispose();
}
}
Label0:
if (!V_4)
{
continue;
}
dummyVar0 = interval.get_Children().Add(V_3);
this.nodeToInterval.Add(V_3, interval);
V_1 = this.GetNodeSuccessors(V_3).GetEnumerator();
try
{
while (V_1.MoveNext())
{
V_6 = V_1.get_Current();
if (!this.availableNodes.Contains(V_6))
{
continue;
}
V_0.Enqueue(V_6);
}
}
finally
{
if (V_1 != null)
{
V_1.Dispose();
}
}
}
return;
}
/// <summary>
/// Sorts the intervals in Reverse post order.
/// </summary>
/// <param name="intervals">The intervals to be sorted.</param>
/// <returns>Returns sorted list of intervals.</returns>
private List<IntervalConstruct> SortIntervalList(List<IntervalConstruct> intervals)
{
IntervalConstruct intervalGraph = new IntervalConstruct(intervals[0]);
foreach (ISingleEntrySubGraph interval in intervals)
{
intervalGraph.Children.Add(interval);
}
DFSTree dfsTree = DFSTBuilder.BuildTree(intervalGraph);
List<IntervalConstruct> sortedList = new List<IntervalConstruct>();
foreach (DFSTNode node in dfsTree.ReversePostOrder)
{
sortedList.Add(node.Construct as IntervalConstruct);
}
return sortedList;
}
/// <summary>
/// Checks if <paramref name="node"/> is new header. If it is, it's added to 'headers' collection. If it isn't,
/// it's pushed in <paramref name="st"/>.
/// </summary>
/// <param name="node">The node in question.</param>
/// <param name="currentInterval">The interval, that looks for successor headers.</param>
/// <param name="st">The stack of the recursion.</param>
private void CheckAndAddPossibleHeader(ILogicalConstruct node, IntervalConstruct currentInterval, Stack<ILogicalConstruct> st)
{
/// st should be the stack of AddNewHeaders method
if (!nodeToInterval.ContainsKey(node))
{
if (!headers.Contains(node))
{
/// The node is not in any interval, and not marked as header yet.
headers.Enqueue(node);
}
return;
}
if (nodeToInterval[node] == currentInterval)
{
/// The node is part of the interval being inspected.
/// The node's children might be headers, so it's added.
st.Push(node);
}
}
/// <summary>
/// Adds entries to headers collection after the completion of an interval.
/// </summary>
/// <param name="currentHeader">The header of the completed interval.</param>
/// <param name="currentInterval">The completed interval.</param>
private void AddNewHeaders(ILogicalConstruct currentHeader, IntervalConstruct currentInterval)
{
/// Perform DFS on the headers.
Stack<ILogicalConstruct> st = new Stack<ILogicalConstruct>();
HashSet<ILogicalConstruct> checkedHeaders = new HashSet<ILogicalConstruct>();
st.Push(currentHeader);
while (st.Count > 0)
{
ILogicalConstruct currentNode = st.Pop();
if (checkedHeaders.Contains(currentNode))
{
continue;
}
checkedHeaders.Add(currentNode);
IEnumerable<ILogicalConstruct> currentNodeSuccessorsCollection = GetNodeSuccessors(currentNode);
foreach (ILogicalConstruct node in currentNodeSuccessorsCollection)
{
CheckAndAddPossibleHeader(node, currentInterval, st);
}
}
}