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Hannes's user avatar
Hannes's user avatar
Hannes
  • Member for 6 years, 10 months
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6 votes
Accepted

Fractional-order Rellich–Kondrashov Theorem

6 votes
Accepted

Interpolation of product spaces

6 votes
Accepted

Fréchet vs. Carathéodory differentiability on Banach spaces

5 votes

Compact embeddings between vector-valued Holder spaces

4 votes

Do intermediate spaces imply the information about interpolation spaces couple?

4 votes
Accepted

Can $X^*$ characterize a smooth norm on $X$?

4 votes

Which functions are continuous with respect to the weak topology?

4 votes
Accepted

Some questions on parabolic function spaces

4 votes
Accepted

Question on Sobolev spaces in domains with boundary

4 votes
Accepted

Gagliardo-Nirenberg inequality for bounded domain

4 votes

Reference request: interpolation of Hölder spaces

3 votes

Higher regularity of solutions for Laplace equation with mixed boundary condition

3 votes
Accepted

Counter example about blow-up solution of DEs

3 votes
Accepted

A property of Lipschitz domains

3 votes
Accepted

Is there any "extra regularity" to the solution to Poisson's equation posed on a 3-dimensional polyhedron?

3 votes
Accepted

Compact embedding for Sobolev space involving time

3 votes

Interpolation spaces

3 votes
Accepted

Continuous Sobolev embedding

3 votes
Accepted

Real interpolation for vector-valued Sobolev spaces

3 votes

Understanding a family of Sobolev-type inequalities

2 votes

Trace of a function

2 votes
Accepted

Is $L_p(X, \mu, E)$ uniformly convex for $p \in (1, \infty)$ if $E$ is a uniformly convex Banach space?

2 votes

A ball with slit at the radius is not $W^{1,1}$-extension domain

2 votes

Generalized Fredholm eigenvalue problem?

2 votes
Accepted

Parabolic Regularity with Neumann B.C

2 votes
Accepted

$L^p$ compactness for a sequence of functions from compactness of cut-off

2 votes

Duality argument for elliptic regularity

1 vote

Regularity of Nemitskii maps on Sobolev spaces

1 vote
Accepted

Finding the conjugate of a function

1 vote

Does point-wise weak convergence give weak convergence in $L^2(I;X)$?