4 citations · 8 across the 7 of their papers we have counts for
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Korenblum's principle for Bergman spaces with radial weights
Iason Efraimidis, Adrián Llinares, Dragan Vukotić
We show that the Korenblum maximum (domination) principle is valid for weighted Bergman spaces with arbitrary (non-negative and integrable) radial weights in the case $…
Contractive inequalities between Dirichlet and Hardy spaces
Adrián Llinares
We prove a conjecture of Brevig, Ortega-Cerdà, Seip and Zhao about contractive inequalities between Dirichlet and Hardy spaces and discuss its consequent connection with the Riesz…
On a conjecture about contractive inequalities for weighted Bergman spaces
Adrián Llinares
We are interested in the norm of the inclusion between the standard weighted Bergman spaces and , , which is conjectured to be contractiv…
Norms of inclusions between some spaces of analytic functions
Adrián Llinares
The inclusions between the Besov spaces , the Bloch space and the standard weighted Bergman spaces are completely understood, but the norms of the corres…
Contractive inequalities for mixed norm spaces and the Beta function
Adrián Llinares, Dragan Vukotić
For a wide range of pairs of mixed norm spaces such that one space is contained in another, we characterize all cases when contractive norm inequalities hold. In particular, this y…
Extremal problems for vanishing functions in Bergman spaces
Adrián Llinares, Dragan Vukotić
We prove two sharp estimates for the subspace of a standard weighted Bergman space that consists of functions vanishing at a given point (with prescribed multiplicity).