2026International Journal of Engineering & TechnologyOpen access

A new approach for converse binary tree traversals

K. Pushpa Rani, G.. Roja, Ch. Sabitha, B. Dhana Lakshmi, B. S. Sreeja

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Abstract

Traversing through the binary tree is the method the way toward going to every node in a predetermined order. There are two ways to deal B with traverse a tree: traversal and converse traversal. Most approaches demonstrate this method using recursive procedures only. Our review paper concentrates on non recursive converse tree traversal .Converse Tree traversal reduces the time complexity if the left sub tree is not present in the binary tree. Converse Tree traversal is similar to tree traversal but in the Converse Right sub tree then left sub tree. The new approach was found to compare tree traversal with converse tree traversal algorithms.

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What this paper is about

Traversing through the binary tree is the method the way toward going to every node in a predetermined order. There are two ways to deal B with traverse a tree: traversal and converse traversal. Most approaches demonstrate this method using recursive procedures only. Our review paper concentrates on non recursive converse tree traversal .Converse Tree traversal reduces the time complexity if the left sub tree is not present in the binary tree. Converse Tree traversal is similar to tree traversal but in the Converse Right sub tree then left sub tree. The new approach was found to compare tree traversal with converse tree traversal algorithms.

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Available abstract

Traversing through the binary tree is the method the way toward going to every node in a predetermined order. There are two ways to deal B with traverse a tree: traversal and converse traversal. Most approaches demonstrate this method using recursive procedures only. Our review paper concentrates on non recursive converse tree traversal .Converse Tree traversal reduces the time complexity if the left sub tree is not present in the binary tree. Converse Tree traversal is similar to tree traversal but in the Converse Right sub tree then left sub tree. The new approach was found to compare tree traversal with converse tree traversal algorithms.

Key concepts: Tree traversal, Converse, Tree (set theory), Traverse, Binary tree, Graph traversal, Mathematics, Optimal binary search tree

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