Mantel's Theorem: Extremal Graph Theory Primer, and Intro To Turan's Theorem
In this video we discuss the problem of finding a tight upper bound on the number of edges a graph on n vertices can have if it is also known that the graph has no 3-cycle in it. This is known as Mantel's Theorem and it is a special case of Turan's Theorem which generalizes this problem from a 3-cycle (a complete graph on 3 vertices) to complete graphs on arbitrary numbers of vertices. #TuranGraph #MantelsTheorem #GraphTheory CHECK OUT OTHER TYPES OF VIDEOS: ================================ GRE Math Subject Test: • Improve Your Math Subject GRE Score Putnam Math Competition: • Putnam Math Competition | Improve Your Put... Math Theorem Corner: • Math Theorems | Learn New Math Theorems Math Problems Corner: • Problem Solving Strategies Math Insights: • Learn New Math Techniques! Academic Advice: • Academic Advice for Undergrads GET MY BOOK ON AMAZON!! ======================== "Number Theory Towards RSA Cryptography in 10 Undergraduate Lectures" https://www.amazon.com/Number-Theory-... CHECK ME OUT ON THE INTERNET!! ============================== Website: www.mohamedomar.org Twitter: @ProfOmarMath Instagram: profomarmath YouTube: / profomarmath And of course, subscribe to my channel!
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