Пример #1
0
 public HuffTreeNode(double inFreq, HuffTreeNode inLeftChild, HuffTreeNode inRightChild) //Constructor used when combining nodes.
 {
     freq       = inFreq;
     leftChild  = inLeftChild;
     rightChild = inRightChild;
     parent     = null;
 }
Пример #2
0
 public HuffTreeNode(double inFreq) //Used when constructing from HuffLeafNode.
 {
     freq       = inFreq;
     leftChild  = null;
     rightChild = null;
     parent     = null;
 }
Пример #3
0
        //Build the Huffman tree.
        private void buildHuff(List <SymbolFreq> freqTbl, List <HuffLeafNode> leafNodePtrs)
        {
            List <HuffTreeNode> huffTree = new List <HuffTreeNode>(); //Contains the nodes that will be combined into the Hoffman tree.
            HuffTreeNode        min1, min2, newNode;
            HuffLeafNode        tempNode;

            foreach (SymbolFreq SF in freqTbl) //Load the two Lists with leaf nodes.
            {
                tempNode = new HuffLeafNode(SF.getFreq(), SF.getSymbol());
                huffTree.Add(tempNode);
                leafNodePtrs.Add(tempNode);
            }
            while (huffTree.Count > 1) //Combine nodes until only root node left.
            {
                min1 = huffTree[0];
                min2 = huffTree[1];
                if (huffTree.Count != 2)                                                                          //if only 2 nodes left, proceed to combine stage.
                {
                    for (int i = 2; i < huffTree.Count; i++)                                                      //Determine smallest in two elements array.
                    {
                        if ((huffTree[i].getFreq() < min1.getFreq()) && (huffTree[i].getFreq() < min2.getFreq())) //Current node frequency smaller than both min1 & min2.
                        {
                            if (min1.getFreq() <= min2.getFreq())                                                 //Find smallest of min1 & min2. If they are equal, replace min1.
                            {
                                min1 = huffTree[i];
                            }
                            else
                            {
                                min2 = huffTree[i];
                            }
                        }
                        else if (huffTree[i].getFreq() < min1.getFreq())     //if current node frequency smaller than min1 then set current node as min1.
                        {
                            min1 = huffTree[i];
                        }
                        else if (huffTree[i].getFreq() < min2.getFreq())   //if current node frequency smaller than min2 then set current node as min2.
                        {
                            min2 = huffTree[i];
                        }
                    }
                }
                newNode = new HuffTreeNode(min1.getFreq() + min2.getFreq(), min1, min2); //create new non-symbol node and update the Huffman tree.
                min1.setParent(newNode);                                                 //Update parent references.
                min2.setParent(newNode);
                huffTree.Add(newNode);                                                   //Add new node to tree.
                huffTree.Remove(min1);                                                   //Remove combines nodes from tree.
                huffTree.Remove(min2);
            }
            calcHuffCode(leafNodePtrs); //Calculate the huffman code for each leaf node.
        }
Пример #4
0
 public void setParent(HuffTreeNode inParent)
 {
     parent = inParent;
 }