Binary Search Tree Definition | Insert Operation | BST | Data Structure скачать в хорошем качестве

Binary Search Tree Definition | Insert Operation | BST | Data Structure

#bst, #binarysearchtree, #datastructure, #thegatehu Contact Datils (You can follow me at) Instagram:   / ahmadshoebkhan   LinkedIn:   / ahmad-shoeb-957b6364   Facebook:   / ahmadshoebkhan   Watch Complete Playlists: Data Structures:    • Introduction to Data Structures || Data St...   Theory of Computation:    • Introduction to Theory of Computation || G...   Compiler Design:    • Ambiguous Grammar || Introduction to Ambig...   Binary Search Tree: The value of the key of the left sub-tree is less than the value of its parent (root) node's key. The value of the key of the right sub-tree is greater than or equal to the value of its parent (root) node's key. Advantages of using binary search tree Searching become very efficient in a binary search tree since, we get a hint at each step, about which sub-tree contains the desired element. The binary search tree is considered as efficient data structure in compare to arrays and linked lists. In searching process, it removes half sub-tree at every step. Searching for an element in a binary search tree takes o(log2n) time. In worst case, the time it takes to search an element is 0(n). It also speed up the insertion and deletion operations as compare to that in array and linked list. Operations on Binary Search Tree Searching in BST:- Finding the location of some specific element in a binary search tree. Insertion in BST:- Adding a new element to the binary search tree at the appropriate location so that the property of BST do not violate. Deletion in BST:- Deleting some specific node from a binary search tree. However, there can be various cases in deletion depending upon the number of children, the node have. Algorithm for searching in BST: If root == NULL return NULL; If number == root-data return root-data; If number less than root-data return search(root-left) If number greater than root-data return search(root-right) Algorithm for inserting elements: If node == NULL return createNode(data) if (data less than node-data) node-left = insert(node-left, data); else if (data greater than node-data) node-right = insert(node-right, data); return node; binary search tree in data structure binary search tree in data structure in hindi binary search tree in c binary search tree insertion binary search tree creation binary search tree construction construct binary search tree in data structure construct binary search tree in data structure in hindi creation of binary search tree in data structure binary search tree operations in data structure balanced binary search tree in data structure balanced binary search tree in data structure in hindi inorder successor in binary search tree in data structure inorder predecessor in binary search tree in data structure What is binary search tree explain with example? What is the binary tree in data structure? What is binary search tree and its properties? What is meant by binary tree? binary tree in data structure avl tree in data structure binary search tree insertion binary search tree in c binary search tree in java binary search tree traversal tree data structure binary search tree deletion