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Liding Yao
  • Member for 7 years
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A real-analytic post-(avoiding apple) student in The Ohio State University, which is also non-Lipschitz and pseudoconvex.

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Top posts
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question
14
Is the composition of two nowhere differentiable functions still nowhere differentiable?
May 26, 2019
question
10
Determine whether a (1,2) tensor is Nijenhuis tensor
Sep 5, 2023
question
9
Does ODE uniqueness unconditionally implies the flow continuity?
Nov 1, 2020
question
5
Modulus of continuity of flow for non-Lipschitz vector fields satisfies Osgood condition
Apr 14, 2019
question
4
Commuting flows problem for non-Lipschitz vector fields
May 15, 2019
question
4
Equivalent norms of fractional Sobolev spaces on bounded Lipschitz domain
Nov 30, 2020
question
4
Find reasonable definition for endpoint Lorentz function spaces $L^{\infty,q}$ via the idea from endpoint Triebel-Lizorkin ${\scr F}_{\infty,q}^s$
Feb 17
question
4
Is there any example of linear operator which is bounded on all Besov spaces but not on Triebel-Lizorkin spaces
Mar 23
answer
4
Any references for generalised square functions?
Nov 18, 2023
answer
4
Is there any example of linear operator which is bounded on all Besov spaces but not on Triebel-Lizorkin spaces
Apr 10
Top network posts
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10
Simple way to estimate the root of $x^5-x^ 4+2x^3+x^2+x+1=0$
7
How to proof $C_0^\infty(\mathbb{R}^n)$ is dense in $H^s(\mathbb{R}^n)$ by using mollifier
6
Can convolution fails to be commutative and distributive in the sense of (generalized) Riemann integral?
5
Does such localization of integral extension preserve inclusion?
5
Does such a thing as $\lim_\limits{g(x)\to a} f(x)$ exists?