A note on comprehensive backward biorthogonalization.
A note on convergence of level sets.
A note on copies of in spaces of weak* measurable functions
If is a finite measure space and a Banach space, in this note we show that , the Banach space of all classes of weak* equivalent -valued weak* measurable functions defined on such that a.e. for some equipped with its usual norm, contains a copy of if and only if contains a copy of .
A Note on Div-Curl Lemma
2000 Mathematics Subject Classification: 42B30, 46E35, 35B65.We prove two results concerning the div-curl lemma without assuming any sort of exact cancellation, namely the divergence and curl need not be zero, and which include as a particular case, the result of [3].
A note on fractional integration
A note on Gehring's lemma.
A note on integral inequalities and embeddings of Besov spaces.
A Note on L... Spaces of Harmonic Functions.
A note on Lebesgue spaces
A Note on Lp-Spaces.
A note on nonfragmentability of Banach spaces.
A note on nonseparable Lipschitz-free spaces
We prove that several classical Banach space properties are equivalent to separability for the class of Lipschitz-free spaces, including Corson’s property (), Talponen’s countable separation property, or being a Gâteaux differentiability space. On the other hand, we single out more general properties where this equivalence fails. In particular, the question whether the duals of nonseparable Lipschitz-free spaces have a weak sequentially compact ball is undecidable in ZFC. Finally, we provide an...
A Note On Orthogonal Expansions In Multidimensional Case
A Note on Overrings of the Ring of Entire Functions.
A note on regularity for nonlinear elliptic systems
The - regularity of the gradient of weak solutions to nonlinear elliptic systems is proved.
A note on self-extremal sets in spaces.
A note on spaces of entire functions represented by Dirichlet series.
A note on spaces of holomorphic vector valued functions with the strict topology.
A note on the Dirichlet problem for the elliptic linear operator in Sobolev spaces with weight
A Note on the Hyperstonian ßX.