#27 Chromatic Number & Proper Coloring in Graph Theory with Example [WELCOME ENGINEERS]

In this video we are going to see the important Topic Chromatic Number and Proper Coloring in Graph Theory with Example [WELCOME ENGINEERS]
in Tamil.
This topic is common to Graph Theory And Applications & Discrete Mathematics studying students.


*************************************************************************


Our Created Playlist URL:


1]RMT/Operations Reasearch








2]GTA[Graph Theory And Applications]


A





3]PQT[Probability & Queueing Theory]








4]TOC[Theory of Computation]





**************************************************************************************


#1 Introduction To Graphs in Tamil[Graph Theory And Applications]








#2 Types Of Graph[PART-1] in Tamil[Graph Theory And Applications]








#3 Types Of Graph[PART-2] in Tamil[Graph Theory And Applications]








#4 Theorem-The no of vertices of odd degree in a Graph is always Even[TAMIL]








#5 Isomorphism in Graph Theory And Applications[TAMIL]








#6 Theorem-A graph G is disconnected if and only if its vertex V


can be partitioned into two non empty,disjoint subsets v1&v2 such


that there exists no edge in G whose one end


vertex is in subset V1 & the other in subset V2.[TAMIL]








#7 Subgraph in Graph Theory And Applications[TAMIL]








#8 Introduction to Walk,Path & Circuits With Example in Graph Theory And Applications[TAMIL]








#9 Theorem-A Simple Graph with n vertices and k components can have at most (n-k) (n-k+1) /2 edges[TAMIL]








#10 Euler Graph in Tamil








#11 Theorem: A given Connected Graph G is Euler Graph if and only if all the vertices of G are of Even degree








#12 Hamiltonian Path And Hamiltonian Circuit in Tamil








#13 Introduction To Tree And its Properties in Graph Theory[Tamil]








#14 Tree related Theorems in Graph Theory[Tamil]








#15 Theorem-A tree with n vertices has n-1 edges








#16 Graph Theory: Theorems on Trees-Any connected graph with n vertices and n-1 edges is a tree








#17 Graph Theory: Theorems on Trees-A graph is a tree if and only if it is minimally connected








#18 Graph Theory:Theorems on Trees-A graph G with n vertices,n-1 edges,and no circuits is connected








#19 Introduction To Pendant Vertex,Distance and Metric in Graph Theory[Tamil]








#20 Introduction To Eccentricity and centre in Graph Theory[Tamil]








#21 Introduction To Spanning Tree in Graph Theory[Tamil]








#22 Introduction To Rank And Nullity in Graph Theory[Tamil]








#23 Cutset and Fundamental Cutset in Graph Theory [WELCOME ENGINEERS]








#24 Operations on Graphs Union,Intersection,Ringsum in Graph Theory [WELCOME ENGINEERS]








#25 Theorem :The ringsum of any two cut sets in a Graph is either a third cutset or an edge disjoint union of cutsets in Graph Theory [WELCOME ENGINEERS]








# 26 Connectivity and Separability in Graph Theory [WELCOME ENGINEERS]





**************************************************************************


Friends, Please SUBSCRIBE our channel.


Click bell icon to receive notification.





********************************************************************


Like, Share &Comment





********************************************************************


Thanks for Watching.





********************************************************************

Welcome,Engineers,