Q 01Proof by induction: we have a sequence of graphs where has spanning cycle, therefore base of induction is complete. Assume that for some , all graphs up to (including ) also have a spanning cycle. We need to show that in such a case would also have a spanning cycle. Indeed, suppose there are vertices in and we can numerate them in the same order as they appear in the spanning cycl... read more
4 pages
1200 words
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