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Robert M's user avatar
Robert M's user avatar
Robert M's user avatar
Robert M
  • Member for 10 years, 11 months
  • Last seen more than 10 years ago
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Continuous functions $f$ with $f(A)$ linearly independent when $A$ is independent
Dear @Trevor there is something I don't understant. How do you get $f(2^\frac{1}{n}) = K^{\frac 1n}f(1)$ from $f(2x) = Kf(x)$ !?
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Domains $D$ for which for any prime $P$, $D_P$ is a PID
yes this is well known. This is why I am considering the class mentioned above.
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