Tomasz Adamowicz

activity

20232026

collaborators

4 papers

math.CV2026

Hardy spaces and quasiregular mappings: averaged derivatives and the $BMO$ case

Tomasz Adamowicz, Iván Caamaño

We study the Hardy spaces $H^{p}$ , $0 < p < \infty$ of quasiregular mappings on the unit ball $B^{n}$ in $R^{n}$ under the appropriate growth and multiplicity c…

math.AP2024

$ε$ -Approximability and Quantitative Fatou Property on Lipschitz-graph domains for a class of non-harmonic functions

Tomasz Adamowicz, María J. González, Marcin Gryszówka

We study the class of functions on Lipschitz-graph domains satisfying a differential-oscillation condition and show that such functions are $ε$ -approximable. As a consequence we ob…

math.AP2024

Carleson measures on domains in Heisenberg groups

Tomasz Adamowicz, Marcin Gryszówka

We study the Carleson measures on NTA and ADP domains in the Heisenberg groups $H^{n}$ and provide two characterizations of such measures: (1) in terms of the level sets of…

math.CV2023

Hardy spaces and quasiregular mappings

Tomasz Adamowicz, María J. González

We study Hardy spaces $H^{p}$ , $0 < p < \infty$ for quasiregular mappings on the unit ball $B$ in $R^{n}$ which satisfy appropriate growth and multiplicity conditions. U…

Hardy spaces and quasiregular mappings: averaged derivatives and the BMO case

ε-Approximability and Quantitative Fatou Property on Lipschitz-graph domains for a class of non-harmonic functions

Carleson measures on domains in Heisenberg groups

Hardy spaces and quasiregular mappings

Hardy spaces and quasiregular mappings: averaged derivatives and the $BMO$ case

$ε$ -Approximability and Quantitative Fatou Property on Lipschitz-graph domains for a class of non-harmonic functions