[EN] We study multilinear operators from quasi-Banach lattices to quasi-Banach spaces. We prove
that certain vector valued norm inequalities for these operators are equivalent to domination
theorems. As an application ...
In this paper we characterize the dual $\bigl(\B^c_{p(\cdot)} (\Omega)
\bigr)'$ of the variable exponent H\"or\-man\-der space $\B^c_{p(\cdot)}
(\Omega)$ when the exponent $p(\cdot)$ satisfies the conditions $0 <
p^- ...
Mastylo, M.; Sánchez Pérez, Enrique Alfonso(Springer-Verlag, 2017-10)
[EN] We study factorization of operators between quasi-Banach spaces. We prove the equivalence between certain vector norm inequalities and the factorization of operators through Orlicz spaces. As a consequence, we obtain ...