graph theory part 2 matching Exercise 1 Consider a bipartite graph G = G(X,Y) such that |X|=|Y| = m.1) Show that G has a perfect matching if a(G) = m.2) Show that if 8(G) ≥, then G has a perfect matching.1

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Answered: Exercise 1 Consider a bipartite graph G…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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Topic: Presentation of data Additional information: What is region? It is an area or division, especially part of a country having definable characteristics. Synonyms: area · sector · section · belt · territory · tract · stretch · expanse · district · quarter · precinct · locality · neighborhood · province · land. Refer to picture Instructions Critique the graph Indicate the flaw
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Exercise 1 Consider a bipartite graph G = G(X,Y) such that |X| = |Y| = m. 1) Show that G has a perfect matching if a(G) = m. 2) Show that if 8(G) 2, then G has a perfect matching. 1