14 citations · 15 across the 5 of their papers we have counts for
Showing math.CAShow all
3 papers · 1 filter
math.CA2026
A Littlewood-Type Theorem for Harmonic Functions in Euclidean Half-Spaces
F. Di Biase, H. Gratien, O. Svensson
In 1927 J.E. Littlewood proved that, for bounded harmonic functions on the unit disc, the Fatou-type result, on the existence of almost everywhere boundary values through approach…
math.CA2025
A New Littlewood-Type Theorem for Bounded Holomorphic Functions in the Unit Disc
Fausto Di Biase, Haguma Gratien, Olof Svensson
We prove a new theorem of Littlewood type for bounded holomorphic functions in the unit disc, i.e., we show that these functions do not all admit almost everywhere boundary values…
math.CA2003
A counterexample to a weak-type estimate for potential spaces and tangential approach regions
Javier Soria, Olof Svensson
We show that for every nontrivial potential space , there exists an approach region for which the associated maximal function is of weak-type, but the bo…