Prove that $\,C^1 \subset H_1 \subset H_\mu\,$ (Hölder Space)
123197
$C^2 $embedded in holder space?
14516
The space of continuous functions $C([0,1])$ is not complete in the $L^2$ norm
26828
Generalization of Hölder inequality
47680
Prove that the union of the interior of a set and the boundary of the set is the closure of the set
99300
Prove if $W \subset V$ is a subspace such that $T(W)\subset W$, then $V/W$ is finite-dimensional.
110832
$F_\sigma$-subsets in a normal space can be separated
116685
Reciprocal of Holder's inequality
62077
Prove that if $W_1\subseteq V$ finite-dimensional, then there is $W_2\subseteq V$ such that $V=W_1\oplus W_2$
7345
Is $C[0,1]$ a Banach space for the $L^1$ norm?
26658
A proof for $\nabla |u|^p = p\ \text{sgn}(u)|u|^{p-1}\nabla u$.
115794
When is the vector space of continuous functions on a compact Hausdorff space finite dimensional?
46746
How to prove if $u\in W^{1,p}$, then $|u|\in W^{1,p}$?
127522
Space $\mathcal{L}^p(X, \Sigma, \mu)$ is separable iff $(\Sigma, \rho_\Delta)$ is separable
142901
"The closure of the unit ball of $C^1[0, 1]$ in $C[0, 1]$" and its compactness
111236
Is there a reference for compact imbedding of Hölder space?
95074
Separability of $l^{p}$ spaces
16512
Product of $T_1$ spaces is $T_1$