Trijections: Sometimes 3 is greater than 2
We prove two combinatorial identities using "trijections"--equivalence classes with size three--rather than standard "bijective" counting arguments.
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7.7
Very interesting topic that for me was unknown.
5
amazing uniqueness of topic, though the concepts and the importance/novelty factor i wasnt sure about by the end. lovely presentation style :)
4.4
It was hard to follow, perhaps going too fast in some spots.
Since the proofs were of formulas that are not common, or pretty specialized, then I wasn't convinced that thinking in trijections was going to be very powerful.
Very nice animations and audio! You have a very nice voice to listen to.