/// <summary>
/// Rotates the subtree to the left.
/// </summary>
/// <param name="sRoot"> Root of the subtree. </param>
/// <param name="rightChild"> Right child. </param>
/// <returns> Returns new root of the subtree.</returns>
private static NodeAVL <TKey, TValue> LeftRotate(NodeAVL <TKey, TValue> sRoot, NodeAVL <TKey, TValue> rightChild)
{
//storing the grandchild of sRoot
NodeAVL <TKey, TValue> temp = rightChild.Left;
sRoot.Right = temp;
//if right child has left son
if (temp != null)
{
temp.Parent = sRoot;
}
rightChild.Left = sRoot;
sRoot.Parent = rightChild;
//first case balance factor of right child is 0
//can occur only during deletion
if (rightChild.Balance == 0)
{
sRoot.Balance = 1; rightChild.Balance = -1;
}
//second case can happen during either deletion or insertion
else
{
sRoot.Balance = rightChild.Balance = 0;
}
return(rightChild);
}
/// <summary>
/// Rotates the subtree to the right.
/// </summary>
/// <param name="sRoot"> Root of the subtree.</param>
/// <param name="leftChild"> Left child. </param>
/// <returns> Returns new root of the subtree. </returns>
private static NodeAVL <TKey, TValue> RightRotate(NodeAVL <TKey, TValue> sRoot, NodeAVL <TKey, TValue> leftChild)
{
//storing the grandchild of sRoot in temp
NodeAVL <TKey, TValue> temp = leftChild.Right;
sRoot.Left = temp;
//if left child has right son
if (temp != null)
{
temp.Parent = sRoot;
}
leftChild.Right = sRoot;
sRoot.Parent = leftChild;
//first case happens only during deletion
if (leftChild.Balance == 0)
{
sRoot.Balance = 1; leftChild.Balance = -1;
}
//second case happens during either deletion or insertion
else
{
leftChild.Balance = sRoot.Balance = 0;
}
return(leftChild);
}
/********** private helper methods. *******/
/// <summary>
/// Gets node with specified key.
/// </summary>
/// <param name="key"> Key of node.</param>
/// <returns> Returns node with specified key if it exists and null otherwise.</returns>
private NodeAVL <TKey, TValue> GetNode(TKey key)
{
NodeAVL <TKey, TValue> temp = this.root;
int comparison;
while (temp != null)
{
//compare the given key with tree node key
comparison = key.CompareTo(temp.Key);
//if key is greater than node key
//go to the right subtree
if (comparison == 1)
{
temp = temp.Right;
}
//else if key is less than node key
//go to the left subtree
else if (comparison == -1)
{
temp = temp.Left;
}
//else return found node.
else
{
return(temp);
}
}
//if no node is found with given key,return null.
return(null);
}
public void Insert(int data)
{
if (nodeAVL == null)
{
nodeAVL = new NodeAVL();
}
if (nodeAVL.Key == null || nodeAVL.Key == data)
{
nodeAVL.Key = data;
nodeAVL.Kvo++;
return;
}
if (nodeAVL.Key > data)
{
if (nodeAVL.Left == null)
{
nodeAVL.Left = new NodeAVL();
}
Insert(data, nodeAVL.Left);
nodeAVL = Balancer_tree(nodeAVL);
}
else
{
if (nodeAVL.Right == null)
{
nodeAVL.Right = new NodeAVL();
}
Insert(data, nodeAVL.Right);
nodeAVL = Balancer_tree(nodeAVL);
}
}
public NodeAVL(T key, V value)
{
Key = key;
Left = Right = null;
Height = 1;
Item = value;
}
private NodeAVL Balancer_tree(NodeAVL node)
{
int balance_point = Balance_point(node);
if (balance_point == 2)
{
if (Balance_point(node.Left) == 1)
{
node = Rotate_LL(node);
}
else
{
node = Rotate_LR(node);
}
}
else if (balance_point == -2)
{
if (Balance_point(node.Right) == -1)
{
node = Rotate_RR(node);
}
else
{
node = Rotate_RL(node);
}
}
return(node);
}
public override void Delete(IPersistentStore store)
{
for (NodeAVL eavl = this.NPrimaryNode; eavl != null; eavl = eavl.nNext)
{
eavl.Delete();
}
}
/// <summary>
/// Gets the value with the given key.
/// </summary>
/// <param name="key"> Key.</param>
/// <returns> Returns the value with the given key. </returns>
public TValue this[TKey key]
{
//gets the value
get
{
NodeAVL <TKey, TValue> temp = this.GetNode(key);
//if the key is not present in dictionary
//throw an exception
if (temp == null)
{
throw new KeyNotFoundException("The key is not present in Dictionary.");
}
return(temp.Value);
}
//sets the value
set
{
NodeAVL <TKey, TValue> temp = this.GetNode(key);
//if the key is not present in dictionary
//throw an exception
if (temp == null)
{
throw new KeyNotFoundException("The key is not present in Dictionary.");
}
temp.Value = value;
}
}
private NodeAVL Rotate_LR(NodeAVL node)
{
NodeAVL newNode = node.Left;
node.Left = Rotate_RR(newNode);
return(Rotate_LL(node));
}
private void Insert(int data, NodeAVL node)
{
if (node.Key == null || node.Key == data)
{
node.Key = data;
node.Kvo++;
return;
}
if (data < node.Key)
{
if (node.Left == null)
{
node.Left = new NodeAVL();
}
Insert(data, node.Left);
node.Left = Balancer_tree(node.Left);
}
if (data > node.Key)
{
if (node.Right == null)
{
node.Right = new NodeAVL();
}
Insert(data, node.Right);
node.Right = Balancer_tree(node.Right);
}
}
private NodeAVL Rotate_RL(NodeAVL node)
{
NodeAVL newNode = node.Right;
node.Right = Rotate_LL(newNode);
return(Rotate_RR(node));
}
/// <summary>
/// Transplants the two subtrees.
/// </summary>
/// <param name="firstSubTree"> First subtree. </param>
/// <param name="secondSubTree"> Second subtree. </param>
private void Transplant(NodeAVL <TKey, TValue> firstSubTree, NodeAVL <TKey, TValue> secondSubTree)
{
//if first subtree has no parent,hence first subtree is the root of the tree
if (firstSubTree.Parent == null)
{
this.root = secondSubTree;
}
//if first subtree is a left child
else if (firstSubTree == firstSubTree.Parent.Left)
{
firstSubTree.Parent.Left = secondSubTree;
}
//if first tree is a right child
else
{
firstSubTree.Parent.Right = secondSubTree;
}
//if second subtree is not null
if (secondSubTree != null)
{
secondSubTree.Parent = firstSubTree.Parent;
}
}
private NodeAVL Rotate_RR(NodeAVL node)
{
NodeAVL newNode = node.Right;
node.Right = newNode.Left;
newNode.Left = node;
return(newNode);
}
private int Balance_point(NodeAVL node)
{
int l = Height(node.Left);
int r = Height(node.Right);
int balance_point = l - r;
return(balance_point);
}
public void ClearNonPrimaryNodes()
{
for (NodeAVL eavl = this.NPrimaryNode.nNext; eavl != null; eavl = eavl.nNext)
{
eavl.Delete();
eavl.IBalance = 0;
}
}
public override void SetPos(int pos)
{
base.Position = pos;
for (NodeAVL eavl = base.NPrimaryNode; eavl != null; eavl = eavl.nNext)
{
((NodeAVLDisk)eavl).iData = base.Position;
}
}
/// <summary>
/// Inserts new item to the dictionary.
/// </summary>
/// <param name="key"> Key.</param>
/// <param name="value"> Value.</param>
private void Insert(TKey key, TValue value)
{
//constructing new node
NodeAVL <TKey, TValue> newNode = new NodeAVL <TKey, TValue>(key, value, 0, null, null, null);
NodeAVL <TKey, TValue> tempNode = this.root;
// NodeAVL<TKey, TValue> newNodeParent = null;
int comparison;
//iterating all over the tree to find the right place for insertion
while (tempNode != null)
{
//save the parent
newNode.Parent = tempNode;
comparison = key.CompareTo(tempNode.Key);
if (comparison < 0)
{
//go to the left subtree
tempNode = tempNode.Left;
}
else if (comparison > 0)
{
//go to the right suntree
tempNode = tempNode.Right;
}
//otherwise if key is found throw exception cause key collisions is not allowed
else
{
throw new Exception("Item with that key already exists in the dictionary.");
}
}
//newNode.Parent = newNodeParent;
//if new node has no parent then make it the root of the tree
if (newNode.Parent == null)
{
this.root = newNode;
}
else if (key.CompareTo(newNode.Parent.Key) < 0)
{
//make the new node a left child
newNode.Parent.Left = newNode;
}
else
{
//make the new node a right child
newNode.Parent.Right = newNode;
}
//increment count of the dictionary
++this.Count;
//rebalancing the tree after insertion to keep AVL tree arrangement
this.InsertFixup(newNode);
}
public static void BrowerAVL_LNR(NodeAVL root)
{
if (root != null)
{
BrowerAVL_LNR(root.left);
Console.WriteLine("node: {0}", root.data);
BrowerAVL_LNR(root.right);
}
}
private void WriteNodes(IRowOutputInterface _out)
{
_out.WriteSize(this.storageSize);
for (NodeAVL eavl = base.NPrimaryNode; eavl != null; eavl = eavl.nNext)
{
eavl.Write(_out);
}
this._hasNodesChanged = false;
}
public override void Write(IRowOutputInterface output, IntLookup lookup)
{
output.WriteSize(this.storageSize);
for (NodeAVL eavl = base.NPrimaryNode; eavl != null; eavl = eavl.nNext)
{
((NodeAVLDisk)eavl).Write(output, lookup);
}
output.WriteData(base.RowData, base.table.ColTypes);
output.WriteEnd();
}
public virtual NodeAVL GetNode(int index)
{
NodeAVL nPrimaryNode = this.NPrimaryNode;
while (index-- > 0)
{
nPrimaryNode = nPrimaryNode.nNext;
}
return(nPrimaryNode);
}
public virtual NodeAVL InsertNode(int index)
{
NodeAVL node = this.GetNode(index - 1);
NodeAVL eavl2 = new NodeAVL(this)
{
nNext = node.nNext
};
node.nNext = eavl2;
return(eavl2);
}
/*******************************************************************************************/
/*******************************************************************************************/
public void IncLevelAVL(NodeAVL child)
{
if (child is null)
{
Level = 1;
}
else if ((child.Level + 1) > Level)
{
Level = child.Level + 1;
}
}
/// <summary>
/// Gets the node with minimum key in the tree.
/// </summary>
/// <param name=""> Node. </param>
/// <returns> Returns the node with minimum key. </returns>
private static NodeAVL <TKey, TValue> MinimumKeyNode(NodeAVL <TKey, TValue> node)
{
NodeAVL <TKey, TValue> temp = node;
//go to the left most node
while (temp.Left != null)
{
temp = temp.Left;
}
return(temp);
}
public override void SetNewNodes()
{
int indexCount = base.table.GetIndexCount();
base.NPrimaryNode = new NodeAVLDisk(this, 0);
NodeAVL nPrimaryNode = base.NPrimaryNode;
for (int i = 1; i < indexCount; i++)
{
nPrimaryNode.nNext = new NodeAVLDisk(this, i);
nPrimaryNode = nPrimaryNode.nNext;
}
}
public override void Destroy()
{
this.ClearNonPrimaryNodes();
NodeAVL nNext = this.NPrimaryNode.nNext;
while (nNext != null)
{
NodeAVL eavl2 = nNext;
nNext = nNext.nNext;
eavl2.nNext = null;
}
this.NPrimaryNode = null;
}
public virtual void SetNewNodes()
{
int indexCount = base.table.GetIndexCount();
this.NPrimaryNode = new NodeAVL(this);
NodeAVL nPrimaryNode = this.NPrimaryNode;
for (int i = 1; i < indexCount; i++)
{
nPrimaryNode.nNext = new NodeAVL(this);
nPrimaryNode = nPrimaryNode.nNext;
}
}
private int Height(NodeAVL current)
{
int h = 0;
if (current != null)
{
int l = Height(current.Left);
int r = Height(current.Right);
h = l >= r ? l : r;
h++;
}
return(h);
}
/// <summary>
/// Does double left-right rotation.
/// </summary>
/// <param name="sRoot"> Root of the subtree.</param>
/// <param name="leftChild"> Left Child. </param>
/// <returns> Returns new root of the subtree.</returns>
private static NodeAVL <TKey, TValue> LeftRightRotate(NodeAVL <TKey, TValue> sRoot, NodeAVL <TKey, TValue> leftChild)
{
NodeAVL <TKey, TValue> temp1, temp2, temp3;
temp1 = leftChild.Right;
temp2 = temp1.Left;
leftChild.Right = temp2;
//if the grandchild exists
if (temp2 != null)
{
temp2.Parent = leftChild;
}
temp1.Left = leftChild;
leftChild.Parent = temp1;
temp3 = temp1.Right;
sRoot.Left = temp3;
//if the grandchild exists
if (temp3 != null)
{
temp3.Parent = sRoot;
}
temp1.Right = sRoot;
sRoot.Parent = temp1;
//we need to update balance factors
//first case,occurs during insertion or deletion
if (temp1.Balance > 0)
{
sRoot.Balance = -1; leftChild.Balance = 0;
}
//second case,occurs only during deletion
else if (temp1.Balance == 0)
{
sRoot.Balance = leftChild.Balance = 0;
}
//third case happens with deletion or insertion
else
{
sRoot.Balance = 0;
leftChild.Balance = 1;
}
temp1.Balance = 0;
//return new root of the tree
return(temp1);
}
public override void SetInMemory(bool _in)
{
lock (this)
{
this._isInMemory = _in;
if (!_in)
{
for (NodeAVL eavl = base.NPrimaryNode; eavl != null; eavl = eavl.nNext)
{
eavl.SetInMemory(_in);
}
}
}
}