Exemplo n.º 1
0
        /// <summary>
        /// Gets the nodes that are dominated by this subgraph construct.
        /// </summary>
        /// <param name="construct"></param>
        /// <returns></returns>
        public HashSet <ISingleEntrySubGraph> GetDominatedNodes(ISingleEntrySubGraph construct)
        {
            DTNode node;

            if (!constructToNodeMap.TryGetValue(construct, out node))
            {
                return(null);
            }

            //A node dominates all of the constructs that are in the subtree (of the dominator tree) rooted at this node.
            //So we get them via simplified bfs (no need to check if a node is traversed, since it's a tree).
            HashSet <ISingleEntrySubGraph> dominatedNodes = new HashSet <ISingleEntrySubGraph>();
            Queue <DTNode> traversalQueue = new Queue <DTNode>();

            traversalQueue.Enqueue(node);

            while (traversalQueue.Count > 0)
            {
                DTNode currnetNode = traversalQueue.Dequeue();
                dominatedNodes.Add(currnetNode.Construct);

                foreach (DTNode successor in currnetNode.TreeEdgeSuccessors)
                {
                    traversalQueue.Enqueue(successor);
                }
            }

            return(dominatedNodes);
        }
Exemplo n.º 2
0
        /// <summary>
        /// Computes the dominance frontier of each node.
        /// </summary>
        private void ComputeDominanceFrontiers()
        {
            //A dominance frontier of a specified node is the set of all nodes that are not dominated by the specified node,
            //but have a predecessor dominated by it. (If A dominates B which is a predecessor of C and A does not dominate C, then C is in the dominance
            //frontier of A.)

            //For each real predecessor of a specified node, we find the path from this predecessor to the immediate dominator of the specified node, and
            //we add the specified node to the dominance frontiers of all these nodes except to the dominance frontier of the immediate dominator.

            //e.g. If A is immediate dominator of B and D, B is immediate dominator of C and C is predecessor of D, then D is in the dominance frontier of C,
            //because C dominates C and D is not dominated by C (because it's not in its subtree in the dominance tree). D is also in the dominance frontier of B,
            //because B dominates C which is a predecessor of D.

            foreach (DTNode node in constructToNodeMap.Values)
            {
                HashSet <DTNode> realPredecessors = predecessorMap[node];

                foreach (DTNode predecessor in realPredecessors)
                {
                    DTNode currentDominator = predecessor;
                    while (currentDominator != node.ImmediateDominator)
                    {
                        currentDominator.DominanceFrontier.Add(node);
                        currentDominator = currentDominator.ImmediateDominator;
                    }
                }
            }
        }
Exemplo n.º 3
0
 public void MergeNodes(HashSet <ISingleEntrySubGraph> constructs, ISingleEntrySubGraph originalEntry, ISingleEntrySubGraph newConstruct)
 {
     V_0            = this.constructToNodeMap.get_Item(originalEntry);
     stackVariable5 = new DTNode(newConstruct);
     stackVariable5.set_Predecessor(V_0.get_Predecessor());
     V_1 = stackVariable5;
     V_1.get_DominanceFrontier().UnionWith(V_0.get_DominanceFrontier());
     dummyVar0 = V_1.get_DominanceFrontier().Remove(V_0);
     if (V_1.get_Predecessor() != null)
     {
         dummyVar1 = V_1.get_Predecessor().get_TreeEdgeSuccessors().Remove(V_0);
         dummyVar2 = V_1.get_Predecessor().get_TreeEdgeSuccessors().Add(V_1);
     }
     V_2 = constructs.GetEnumerator();
     try
     {
         while (V_2.MoveNext())
         {
             V_3       = V_2.get_Current();
             dummyVar3 = this.constructToNodeMap.Remove(V_3);
         }
     }
     finally
     {
         ((IDisposable)V_2).Dispose();
     }
     V_4 = this.constructToNodeMap.GetEnumerator();
     try
     {
         while (V_4.MoveNext())
         {
             V_5 = V_4.get_Current();
             if (V_5.get_Value().get_Predecessor() != null && constructs.Contains(V_5.get_Value().get_Predecessor().get_Construct()))
             {
                 V_5.get_Value().set_Predecessor(V_1);
                 dummyVar4 = V_1.get_TreeEdgeSuccessors().Add(V_5.get_Value());
             }
             if (!V_5.get_Value().get_DominanceFrontier().Remove(V_0))
             {
                 continue;
             }
             dummyVar5 = V_5.get_Value().get_DominanceFrontier().Add(V_1);
         }
     }
     finally
     {
         ((IDisposable)V_4).Dispose();
     }
     if (this.get_RootConstruct() == originalEntry)
     {
         this.set_RootConstruct(newConstruct);
     }
     this.constructToNodeMap.Add(newConstruct, V_1);
     return;
 }
        protected override void FindImmediateDominators()
        {
            List <DFSTNode> reversePostOrderMap = DFSTBuilder.BuildTree(originalGraph).ReversePostOrder;

            List <DFSTNode>[] predecessorsCache = InitializePredecessors(reversePostOrderMap);
            int count = reversePostOrderMap.Count;

            InitializeDominators(count);

            bool changed;

            do
            {
                changed = false;
                for (int i = 1; i < count; i++)
                {
                    List <DFSTNode> predecessors = predecessorsCache[i];
                    int             newImmDom    = GetPredecessor(predecessors, node => node.ReversePostOrderIndex != i && dominators[node.ReversePostOrderIndex] != -1);
                    foreach (DFSTNode predecessor in predecessors)
                    {
                        int index = predecessor.ReversePostOrderIndex;
                        if (index != i && dominators[index] != -1)
                        {
                            newImmDom = Intersect(index, newImmDom);
                        }
                    }

                    if (dominators[i] != newImmDom)
                    {
                        dominators[i] = newImmDom;
                        changed       = true;
                    }
                }
            }while (changed);

            for (int i = 1; i < count; i++)
            {
                DTNode node   = constructToNodeMap[reversePostOrderMap[i].Construct];
                DTNode immDom = constructToNodeMap[reversePostOrderMap[dominators[i]].Construct];
                node.Predecessor = immDom;
                immDom.TreeEdgeSuccessors.Add(node);
            }
        }
Exemplo n.º 5
0
        public void MergeNodes(HashSet <ISingleEntrySubGraph> constructs, ISingleEntrySubGraph originalEntry, ISingleEntrySubGraph newConstruct)
        {
            DTNode oldNode = constructToNodeMap[originalEntry];
            DTNode newNode = new DTNode(newConstruct)
            {
                Predecessor = oldNode.Predecessor
            };

            newNode.DominanceFrontier.UnionWith(oldNode.DominanceFrontier);
            newNode.DominanceFrontier.Remove(oldNode);

            if (newNode.Predecessor != null)
            {
                newNode.Predecessor.TreeEdgeSuccessors.Remove(oldNode);
                newNode.Predecessor.TreeEdgeSuccessors.Add(newNode);
            }

            foreach (ISingleEntrySubGraph constructToRemove in constructs)
            {
                constructToNodeMap.Remove(constructToRemove);
            }

            foreach (KeyValuePair <ISingleEntrySubGraph, DTNode> pair in constructToNodeMap)
            {
                if (pair.Value.Predecessor != null && constructs.Contains(pair.Value.Predecessor.Construct))
                {
                    pair.Value.Predecessor = newNode;
                    newNode.TreeEdgeSuccessors.Add(pair.Value);
                }

                if (pair.Value.DominanceFrontier.Remove(oldNode))
                {
                    pair.Value.DominanceFrontier.Add(newNode);
                }
            }

            if (RootConstruct == originalEntry)
            {
                RootConstruct = newConstruct;
            }

            constructToNodeMap.Add(newConstruct, newNode);
        }
Exemplo n.º 6
0
        public void MergeNodes(HashSet<ISingleEntrySubGraph> constructs, ISingleEntrySubGraph originalEntry, ISingleEntrySubGraph newConstruct)
        {
            DTNode oldNode = constructToNodeMap[originalEntry];
            DTNode newNode = new DTNode(newConstruct) { Predecessor = oldNode.Predecessor };

            newNode.DominanceFrontier.UnionWith(oldNode.DominanceFrontier);
            newNode.DominanceFrontier.Remove(oldNode);

            if (newNode.Predecessor != null)
            {
                newNode.Predecessor.TreeEdgeSuccessors.Remove(oldNode);
                newNode.Predecessor.TreeEdgeSuccessors.Add(newNode);
            }

            foreach (ISingleEntrySubGraph constructToRemove in constructs)
            {
                constructToNodeMap.Remove(constructToRemove);
            }

            foreach (KeyValuePair<ISingleEntrySubGraph, DTNode> pair in constructToNodeMap)
            {
                if (pair.Value.Predecessor != null && constructs.Contains(pair.Value.Predecessor.Construct))
                {
                    pair.Value.Predecessor = newNode;
                    newNode.TreeEdgeSuccessors.Add(pair.Value);
                }

                if (pair.Value.DominanceFrontier.Remove(oldNode))
                {
                    pair.Value.DominanceFrontier.Add(newNode);
                }
            }

            if (RootConstruct == originalEntry)
            {
                RootConstruct = newConstruct;
            }

            constructToNodeMap.Add(newConstruct, newNode);
        }