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I don't think that's a full explanation for groups, because groups other than the free or permutation groups are rather "unlikely," in the sense that they're mu
by whatshisface 2y ago
I don't think that's a full explanation for groups, because groups other than the free or permutation groups are rather "unlikely," in the sense that they're much smaller.
- eru 2y agoOh, I mean they crop up in lots and lots of applications, because their structure is so simple to satisfy. Not that they would crop up, if you somehow randomly generated mathematical structure. The real world, and especially the part of the real world that people engage with, seems to have a lot of simple structures.