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> To show that detM is non-zero, we can show that its 2-adic valuation is nonzero. I think the last word in that sentence should be "finite"? Also do I under
by akoboldfrying 2y ago
> To show that detM
is non-zero, we can show that its 2-adic valuation is nonzero.
I think the last word in that sentence should be "finite"?
Also do I understand correctly that "face" means "maximal line segment"? (I see some other comments discussing this and concluding that "face" means "edge", but to me, an "edge" doesn't permit "intermediate" vertices.)
- erooke 2y ago> Also do I understand correctly that "face" means "maximal line segment"? In the statement of Sperners lemma this seems to be how he means it. You have a triangle who's faces have been subdivided. The face he is referring to is the face before subdivision I think. This lines up with the usual statement I'm familiar with for Sperners lemma which involves triangulating an n-simplex.
- hswanson 2y agoYep, you're right on both counts; I've updated the page with those corrections. Thanks!