Showing posts with label CS6702 Study Materials. Show all posts
Showing posts with label CS6702 Study Materials. Show all posts

## CS6702 Graph Theory and Applications Syllabus Notes Question Bank with answers

Anna University CS6702 Graph Theory and Applications Notes Syllabus 2 marks with answers Part A Question Bank with answers
Anna University CS6702 Graph Theory and Applications Syllabus Notes 2 marks with answer is provided below. CS6702 Notes Syllabus all 5 units notes are uploaded here. here CS6702 GTA Syllabus notes download link is provided and students can download the CS6702 Syllabus and Lecture Notes and can make use of it.

CS6702 GRAPH THEORY AND APPLICATIONS SYLLABUS REGULATION 2013
UNIT I INTRODUCTION
Graphs – Introduction – Isomorphism – Sub graphs – Walks, Paths, Circuits –Connectedness – Components – Euler graphs – Hamiltonian paths and circuits – Trees – Properties of trees – Distance and centers in tree – Rooted and binary trees.

UNIT II TREES, CONNECTIVITY & PLANARITY
Spanning trees – Fundamental circuits – Spanning trees in a weighted graph – cut sets – Properties of cut set – All cut sets – Fundamental circuits and cut sets – Connectivity and separability – Network flows – 1-Isomorphism – 2-Isomorphism – Combinational and geometric graphs – Planer graphs – Different representation of a planer graph.

UNIT III MATRICES, COLOURING AND DIRECTED GRAPH
Chromatic number – Chromatic partitioning – Chromatic polynomial – Matching – Covering – Four color problem – Directed graphs – Types of directed graphs – Digraphs and binary relations – Directed paths and connectedness – Euler graphs.

UNIT IV PERMUTATIONS & COMBINATIONS
Fundamental principles of counting - Permutations and combinations - Binomial theorem - combinations with repetition - Combinatorial numbers - Principle of inclusion and exclusion - Derangements - Arrangements with forbidden positions.

UNIT V GENERATING FUNCTIONS
Generating functions - Partitions of integers - Exponential generating function – Summation operator - Recurrence relations - First order and second order – Non-homogeneous recurrence relations - Method of generating functions.