Damian Dąbrowski
Damian Dąbrowski
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2023
2022
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2020
2019
D. Dąbrowski
(2023).
Visible parts and slices of Ahlfors regular sets
. Preprint.
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arXiv
D. Dąbrowski
,
M. Villa
(2023).
Necessary condition for the $L^2$ boundedness of the Riesz transform on Heisenberg groups
. Math. Proc. Cambridge Philos. Soc. (appeared online).
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Article
arXiv
D. Dąbrowski
(2022).
Quantitative Besicovitch projection theorem for irregular sets of directions
. Preprint.
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arXiv
D. Dąbrowski
,
T. Orponen
,
M. Villa
(2022).
Integrability of orthogonal projections, and applications to Furstenberg sets
. Adv. Math. 407, 108567.
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Article
arXiv
D. Dąbrowski
(2022).
Cones, rectifiability, and singular integral operators
. Rev. Mat. Iberoam. 38, no. 4, 1287–1334.
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Article
arXiv
D. Dąbrowski
,
M. Villa
(2022).
Analytic capacity and dimension of sets with plenty of big projections
. Preprint.
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arXiv
A. Chang
,
D. Dąbrowski
,
T. Orponen
,
M. Villa
(2022).
Structure of sets with nearly maximal Favard length
. To appear in Anal. PDE.
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arXiv
D. Dąbrowski
(2022).
Two examples related to conical energies
. Ann. Fenn. Math. 47, no. 1, 261–281.
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Article
arXiv
D. Dąbrowski
,
X. Tolsa
(2021).
The measures with $L^2$-bounded Riesz transform satisfying a subcritical Wolff-type energy condition
. Preprint.
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arXiv
D. Dąbrowski
(2021).
Sufficient condition for rectifiability involving Wasserstein distance $W_2$
. J. Geom. Anal. 31, 8539–8606.
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Article
ReadCube
arXiv
J. Azzam
,
D. Dąbrowski
(2020).
An $\alpha$-number characterization of $L^{p}$ spaces on uniformly rectifiable sets
. To appear in Publ. Mat.
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arXiv
D. Dąbrowski
(2020).
Necessary condition for rectifiability involving Wasserstein distance $W_2$
. Int. Math. Res. Not. IMRN 2020, no. 22, 8936–8972.
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Article
arXiv
D. Dąbrowski
(2019).
Characterization of Sobolev-Slobodeckij spaces using curvature energies
. Publ. Mat. 63, no. 2, 663–677.
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Article
arXiv
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