Prove Euler's theorem that a graph with more than 2 odd nodes is multicursal.
Next, prove Listing's corollary to Euler's fourth theorem: A graph with exactly 2n odd nodes can be traversed completely in n separate routes.
Thanks for any help with these 2 questions!
Next, prove Listing's corollary to Euler's fourth theorem: A graph with exactly 2n odd nodes can be traversed completely in n separate routes.
Thanks for any help with these 2 questions!