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Building a Binary Search Tree

Building a Binary Search Tree

In this assignment you will be implementing a binary search tree. You must use a linked-list (i.e. reference-based) to implement the tree. Each node in your tree should hold a character. Each node will also contain an integer called count. Include the following functions/methods for the BST tree:

.

Insert Insert an item into the binary search tree. Be sure to keep the binary search tree properties. When an item is first inserted into the tree the count should be set to 1. When adding a duplicate character, rather than adding another node, the count variable should just be incremented. You should insert in a case-insensitive manner. In other words, the letter 'a' and the letter 'A' would be considered as the same letter.

Search Write a recursive function that searches for a character in the binary search tree. It should return a pointer to the node in which it is found or it should return NULL if the character is not in the tree. Again, this should be case-insensitive.

FindMin Find and return the smallest character (the one with the smallest ASCII value) in the tree.

FindMax Find and return the largest character (the one with the largest ASCII value) in the tree.

Height Compute and return the height of a particular subtree. This function should take a pointer to a node and return the height of the subtree using the specified node as the root. Thus, if the root was passed to this function, the value returned would be the height of the entire tree.

Remove Remove a node from the tree. Be sure to maintain all binary search tree properties. If removing a node with a count greater than 1, just decrement the count.

Print Print the tree in the following manners. When printing a node, print the character followed by the count in parentheses. For example, c(2), k(1).

Preorder Traverse and print the tree in preorder notation. Write this function recursively.

Inorder Traverse and print the tree in inorder notation. Write this function recursively.

Postorder Traverse and print the tree in postorder notation. Write this function recursively.

Your program should perform the following steps:

1. Prompt the user for the name of the file (a string). Use the string input by the user as an argument to open file:

2. Open the file on disk, and process its contents, adding characters to the BST and

increasing the counts of existing characters if necessary

3. Repeat steps 1&2 until the user enters some sentinel value.

4. Print the BST tree

5. Print the minimum character and maximum character in the BST.

6. Prompt the user for the character he wants to search and perform searching, print the result

7. Prompt the user for one character to be removed, and then print the BST tree after deletion.

Beceriler: Java

Daha fazlasını görün: node deletion in binary search tree, insertion and deletion in binary search tree, inorder traversal of binary search tree, inorder traversal in binary search tree, inorder traversal binary search tree, deletion of node in binary search tree, deletion of a node in binary search tree, deletion from binary search tree, deletion from a binary search tree, deletion binary search tree, binary search tree insertion and deletion, binary search tree inorder, binary search tree deletion example, binary search tree deletion, inorder traversal binary search tree java program

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