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Bazin
  • Member for 12 years, 9 months
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PDEs and algebraic varieties
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PDEs and algebraic varieties
Yes, you are right, I should have said characteristic set. I have modified that.
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PDEs and algebraic varieties
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Hausdorff dimension of the curve of a continuous nowhere differentiable function
Thanks, that means also that it is the most oscillatory situation. Is your guess grounded on some homogeneity property of some sort? Do you know if there are some examples such that there exists $\alpha$ as in my question Q1?
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Is this entire function a square?
Kats Thanks for your interest in my question. If $1=\cos z$ and $w=e^{iz}$, you get $w+\frac{1}{w}=2$ (not $2i$).
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Fourier transforms of homogeneous functions
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Fourier transforms of homogeneous functions
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