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Lecture notes

Trees and Binary Trees
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Trees and Binary Trees 7.1. Introduction 7.2. Trees: Definition and Basic Terminologies 7.3. Representation of Trees 7.4. Binary Trees: Basic Terminologies and types 7.5. Representation of Binary Tree 7.6. Binary Tree Traversals 7.7. Applications

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  • January 11, 2021
  • 25
  • 2020/2021
  • Lecture notes
  • Mr. mohd alif hasmani bin abd ghani
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Trees And Binary Trees
(Chapter 8)

,2


Outline

Trees: Definition and Basic Terminologies
Representation of Trees
Binary Trees: Basic Terminologies and Types
Representation of Binary Trees
Array representation of binary trees
Linked representation of binary trees
Binary Tree Traversals
Inorder traversal
Postorder traversal
Preorder traversal
Applications
ADT for binary trees

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• A tree is defined as a finite set of one or more nodes such
that

• There is a specially designated node called the root and

• The rest of the nodes could be partitioned into t disjoint sets
(t >0) each set representing a tree Ti, i=1,2, . . . t known as
subtree of the tree.

• A node in the definition of the tree represents an item of
information, and the links between the nodes termed as
branches, represent an association between the items of
information.

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