Semester : SEMESTER 5
Subject : Graph Theory and Combinatorics
Year : 2019
Term : MAY
Branch : COMPUTER SCIENCE AND ENGINEERING
Scheme : 2015 Full Time
Course Code : CS 309
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If A(G) is an incidence matrix of a connected graph G with n vertices, then the 5
rank of A(G) is n-1.
How is Kruskal’s algorithm used to find minimum cost spanning tree of a graph. 5
Find a minimum spanning tree in the graph below.
Give an algorithm to check whether a graph is connected or not. How it can be 5
implemented with an adjacency matrix.
Give any five properties of circuit matrix. 5
How are edge listing and linear arrays used in computer representation of 5
graph?
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