public override bool Equals(object obj)
{
BSTree <T> otherBSTree = (BSTree <T>)obj;
if ((this.Root != null && otherBSTree.Root == null) || (this.Root == null && otherBSTree.Root != null))
{
return(false);
}
else if (this.Root == null && otherBSTree.Root == null)
{
return(true);
}
bool areLeftEqual = AreNodesEqual(this.Root.Left, otherBSTree.Root.Left);
bool areRightEqual = AreNodesEqual(this.Root.Right, otherBSTree.Root.Right);
return(areLeftEqual && areRightEqual);
}
static void Main()
{
Node <int> leftNodeFirstTree = new Node <int>(9);
Node <int> rightNodeFirstTree = new Node <int>(11);
BSTree <int> firstTree = new BSTree <int>(10, leftNodeFirstTree, rightNodeFirstTree);
Node <int> leftNodeSecondTree = new Node <int>(9);
Node <int> rightNodeSecondTree = new Node <int>(11);
BSTree <int> secondTree = new BSTree <int>(10, leftNodeSecondTree, rightNodeSecondTree);
Console.WriteLine("Shows if tree is empty: " + firstTree.IsEmpty());
Console.WriteLine("Shows if the node is leaf: " + firstTree.IsLeaf(leftNodeFirstTree));
Console.WriteLine("Checks if the tree contains specific T value: " + firstTree.Find(9));
Console.WriteLine("Return hashCode based on the root and the first two inheritors: " + firstTree.GetHashCode());
Console.WriteLine("Inorder print");
firstTree.Inorder();
Console.WriteLine("Preorder print");
firstTree.Preorder();
Console.WriteLine("Postorder print");
firstTree.Postorder();
Console.WriteLine("Tree height: " + firstTree.Height());
Console.WriteLine("\nAre trees equal:");
Console.WriteLine(firstTree.Equals(secondTree));
Console.WriteLine(firstTree != secondTree);
Console.WriteLine("\nInsert: ");
firstTree.Insert(13);
firstTree.Insert(12);
Console.WriteLine("\nPrint trees: ");
Console.WriteLine(firstTree.ToString());
Console.WriteLine("\nDelete: ");
firstTree.DeleteNode(11);
firstTree.DeleteNode(10);
Console.WriteLine("\nPrint trees: ");
Console.WriteLine(firstTree.ToString());
}
public BSTree(T value, BSTree <T> leftTree, BSTree <T> rightTree) : base(value, leftTree, rightTree)
{
}
