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Mathematics, 09.09.2020 05:01 maria051002camp

Homework 1 Math 688 Graduate Combinatorics I
Fall 2020
Due Friday, September 11
1. (2 points) Let I be a connected graph that contains exactly two vertices of odd degrees.
Prove that there exists a walk from one vertex of odd degree to the other vertex of odd
degree that goes through every edge exactly once.

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Homework 1 Math 688 Graduate Combinatorics I
Fall 2020
Due Friday, September 11
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