Graph problem for university.

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Let be a graph G = (V,E) of even order it's called "critic" if it doesn't have perfect coupling, if for each edge e e ∈ E(complement of G), graph G + e it has perfect [login to view URL] example, graphs K1∪˙ K3 ¸si K1,3 are critic graphs with 4 peaks (∪. - disjucntive reunion of 2 graphs) a) Demonstrate that the only critic graphs or ordinary-4 are K1∪˙ K3 ¸si K1,3. b) Determine all critic graphs of ordinary-10. HINT. Tutte theoreme can be used This is one of the 4 problems. Payment will be done after i receive the grade. i must get more than 50%

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@sheak

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@ouyongbin

I am a PhD in mathematics in the area of graph theory. I can help with the project. Please send me more details. Thank you.

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@urmate

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@mariannedelcu

Salutare. Am cunostinte si experienta in rezolvarea problemelor cu grafuri. As vrea sa te ajut. Da-mi un mesaj inapoi sa stabilim detaliile

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@Drleah

Experienced statistician with lot of practical knowledge in field. Expert in all kind of hypothesis/statistical analysis using tools like SPSS, R, Stata, SAS and AMOS

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