Definition, Types, Algorithm with Example C Programs | ADT Data Structure
Subject and UNIT: Data Structure: Unit III: Trees
Heap is a complete binary tree or a almost complete binary tree in which every parent node be either greater or lesser than its child nodes.
Definition, Theorem, Algorithm with Example C Programs | ADT Data Structure
Subject and UNIT: Data Structure: Unit III: Trees
Adelsion Velski and Lendis in 1962 introduced binary tree structure that is balanced with respect to height of subtrees.
ADT Data Structure
Subject and UNIT: Data Structure: Unit III: Trees
Program For Printing And Counting The Leaf nodes Of The Binary Search Tree.
ADT Data Structure
Subject and UNIT: Data Structure: Unit III: Trees
It is not possible to predict a binary search tree uniquely with one traversal. The one traversal gives ambiguous result.
Operations, Structure, Algorithm with Example C Programs, Advantages, Disadvantage | ADT Data Structure
Subject and UNIT: Data Structure: Unit III: Trees
In threaded binary tree the leaf nodes are having the NULL values in the left and right link fields. It is just a wastage of memory.
Operations, Algorithm with Example C Programs | Data Structure
Subject and UNIT: Data Structure: Unit III: Trees
Binary search tree is a binary tree in which the nodes are arranged in specific order. That means the values at left subtree are less than the root node value. Similarly the values at the right subtree are greater than the root node.
ADT Data Structure
Subject and UNIT: Data Structure: Unit III: Trees
Various applications of trees are - Binary search tree, Expression tree, Threaded binary tree.
Definition, Algorithm with Example C Programs | ADT Data Structure
Subject and UNIT: Data Structure: Unit III: Trees
An expression tree is a binary tree in which the operands are attached as leaf nodes and operators become the internal nodes.
Definition, Algorithm with Example C Programs | ADT Data Structure
Subject and UNIT: Data Structure: Unit III: Trees
Tree traversal means visiting each node exactly once. Basically there are six ways to traverse a tree.
ADT Data Structure
Subject and UNIT: Data Structure: Unit III: Trees
There are two ways of representing the binary tree. 1. Sequential representation, 2. Linked representation.
ADT Data Structure
Subject and UNIT: Data Structure: Unit III: Trees
A full binary tree is a tree in which every node has zero or two children.
Definition, Syntax, Example Operations | Data Structure
Subject and UNIT: Data Structure: Unit III: Trees
A binary tree is a finite set of nodes which is either empty or consists of a root and two disjoint binary trees called the left subtree and right subtree.