Trees

Video Lessons & Revision Notes

Tree - Basic Concepts, Rooted Tree, M-ary Tree
Tree - Basic Concepts, Rooted Tree, M-ary Tree
1. Tree - Basic Concepts, Rooted Tree, M-ary Tree
In this 50 mins Video Lesson
Tree, Terminal / Internal Node, Rooted Tree, Level of a node, Height / Depth, Father / Son, Brothers, Ancestor / Descendant, M-ary Tree, Complete m-ary tree, Example, and other topics.
Binary Tree, Traversal, Binary Search Tree
Binary Tree, Traversal, Binary Search Tree
2. Binary Tree, Traversal, Binary Search Tree
In this 54 mins Video Lesson
Binary Tree Traversal, Pre / Post / In - Order Traversal, Expression Tree, General tree to Binary tree, Binary Search Tree, and other topics.
Prefix Codes, Weighted Tree, Huffman Coding
Prefix Codes, Weighted Tree, Huffman Coding
3. Prefix Codes, Weighted Tree, Huffman Coding
In this 37 mins Video Lesson
Prefix Codes, Optimal Prefix Code, Weighted tree, Optimal Weighted Tree, Huffman Coding Algorithm for Optimal tree, and other topics.
Spanning Tree, Kruskal’s Algorithm, Prim’s Algorithm
Spanning Tree, Kruskal’s Algorithm, Prim’s Algorithm
4. Spanning Tree, Kruskal’s Algorithm, Prim’s Algorithm
In this 54 mins Video Lesson
Spanning tree, Minimum Spanning tree, Kruskal's Algo for MST, Prim's Algo for MST, and other topics.
Fundamental Circuit, Fundamental Cutset, Transport Network
Fundamental Circuit, Fundamental Cutset, Transport Network
5. Fundamental Circuit, Fundamental Cutset, Transport Network
In this 42 mins Video Lesson
Fundamental Circuit, Fundamental Cut Set, Transport Networks, Cut in a Transport Network, Max Flow - Min Cut Theorem, Labelling Algo for Min Cut, and other topics.
A Rendering of Labelling Algorithm
A Rendering of Labelling Algorithm
6. A Rendering of Labelling Algorithm
In this 29 mins Video Lesson
Labelling Algorithm: Example, and other topics.

Revision Notes

Trees (3.24 Mb)

Trees, rooted trees, path length in rooted trees, prefix codes, binary search trees, spanning trees and cut set, minimal spanning trees, Kruskal’s and Prim’s algorithms for minimal spanning tree, The Max flow –Min cut theorem (transport network).

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