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			Upper bound on chromatic number of graph in terms of number of edges | graph theory | elementary
								1 year ago							
						
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												Health & Science					
								
												mathematics					
								
												graph					
								
												graph theory					
								
												combinatorics					
								
												discrete mathematics					
								
												edge					
								
												coloring					
								
												proper coloring					
								
												chromatic number					
								
												upper bound					
					
					
			
	
					Episode 72.
Upper bound on chromatic number of graph in terms of number of edges | graph theory | elementary.
The upper bound on the chromatic number of a graph in terms of the number of edges | graph theory | elementary level.
Branch of mathematics: graph theory.
Difficulty level: elementary.
Theorem. For a graph with $m$ edges, we have $\Chi(G) \leq \frac{1}{2}+\sqrt{2m+\frac{1}{4}}$.
Mathematics. Discrete Mathematics. Combinatorics. Graph theory.
#Mathematics #DiscreteMathematics #Combinatorics #GraphTheory
The same video on YouTube:
https://youtu.be/PU9jLwKvE8E
The same video on Telegram:
https://t.me/mathematical_bunker/96
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