From: Venkatesan Guruswami (venkat@cs.washington.edu)
Date: Sun May 30 2004 - 23:57:53 PDT
Thanks for the question. For this question, I intended only counting simple paths (where no edge is repeated). So you can just count and report the number of simple paths of the specified lengths. Venkat ----- Original Message ----- From: <marcroft@cs.washington.edu> To: <venkat@cs.washington.edu> Sent: Sunday, May 30, 2004 8:45 PM Subject: HW #8, Problem 3 (8.4 #18) > Venkat, > > I was treating this as the question is written, paths on a simple graph. I got six paths of length three. [(c,d),(d,c),(c,d)], [(c,d),(d,a),(a,d)], etc. Then I considered the larger numbers. The number of possible paths is going to get very large indeed. > Was it the intent that we list all possible unique paths? The numbers would seem to be more reasonable if we limited ourselves to all possible unique simple paths. > > Regards, > Kyle Marcroft > > > > > _______________________________________________ Cse321 mailing list Cse321@cs.washington.edu http://mailman.cs.washington.edu/mailman/listinfo/cse321
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