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Acccumulation's user avatar
Acccumulation's user avatar
Acccumulation
  • Member for 7 years
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Are uniformly continuous functions dense in all continuous functions?
"let K⊂X be a compact." Is there a missing word "set" here?
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Is the determinant the only multiplicative matrix function?
Or a combination of (det A)<sup>s</sup> and |det A|<sup>s</sup>, e.g. sign(det A). And over the complex numbers, conjugation is multiplicative.
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How to show that the following function isn't a polynomial over Q?
It's a proof by contradiction. I'm certainly not claiming that it is continuous, merely that if it were defined by a polynomial over Q, then it would be continuous.
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Coming out as transgender in the mathematical community
Given that one of those local anti-discrimination ordinances was Denver's, it is unfortunate that Denver bore the brunt of the boycott.
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