Smooth projections of self-similar measures | Paper Citation Record

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This paper cites On normal numbers and self-similar measures.Adv.

Smooth projections of self-similar measures On normal numbers and self-similar measures.Adv

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Smooth projections of self-similar measures Logarithmic Fourier decay for self confor- mal measures.J

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Smooth projections of self-similar measures Polynomial Fourier decay and a cocycle version of Dolgopyat's method for self conformal measures

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Smooth projections of self-similar measures Pointwise normality and Fourier decay for self-conformal measures.Adv

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Smooth projections of self-similar measures Spectral gaps and Fourier decay for self- conformal measures on the plane.Transactions of the American Mathematical Society, 379(6):3953–3991, 2026

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Smooth projections of self-similar measures On the dimension of orthogonal projections of self-similar measures

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This paper cites Disintegration results for fractal measures and applications to Diophantine approxima- tion.Ergodic Theory Dynam.

Smooth projections of self-similar measures Disintegration results for fractal measures and applications to Diophantine approxima- tion.Ergodic Theory Dynam

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Smooth projections of self-similar measures Polynomial Fourier decay for fractal measures and their pushforwards

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Smooth projections of self-similar measures Fourier Decay from $L^2$-Flattening

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Smooth projections of self-similar measures Spectral gaps and Fourier dimension for self-conformal sets with overlaps

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Smooth projections of self-similar measures Fourier transform of nonlinear images of self-similar measures: quantitative aspects.Peking Mathematical Journal, 2026

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Smooth projections of self-similar measures Projections of self-affine sets onto lines

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Smooth projections of self-similar measures Scaling limits of self-conformal measures

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Smooth projections of self-similar measures A spectral gap theorem in simple Lie groups.Invent

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Smooth projections of self-similar measures Bourgain and A

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Smooth projections of self-similar measures On the spectral gap for finitely-generated subgroups ofSUp2q.In- vent

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This paper cites Local spectral gap in the group of euclidean isometries.International Mathematics Research Notices, 2020(2):466–486, 2020.

Smooth projections of self-similar measures Local spectral gap in the group of euclidean isometries.International Mathematics Research Notices, 2020(2):466–486, 2020

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This paper cites Projections of Gibbs measures on self-conformal sets.Nonlinearity, 32(2):603–621, 2019.

Smooth projections of self-similar measures Projections of Gibbs measures on self-conformal sets.Nonlinearity, 32(2):603–621, 2019

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This paper cites Furstenberg sumset conjecture and Mandelbrot percolations.

Smooth projections of self-similar measures Furstenberg sumset conjecture and Mandelbrot percolations

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Observation 09cfccba-f6f6-4c0a-a12f-9af7a3e3f7e2 · outbound

This paper cites Daniel Mauldin.

Smooth projections of self-similar measures Daniel Mauldin

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Smooth projections of self-similar measures Unresolved cited work

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Smooth projections of self-similar measures Dynamical self-similarity, $L^{q}$-dimensions and Furstenberg slicing in $\mathbb{R}^d$

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This paper cites Weighted restriction estimates and application to Falconer distance set problem.American Journal of Mathematics, 143(1):175–211, 2021.

Smooth projections of self-similar measures Weighted restriction estimates and application to Falconer distance set problem.American Journal of Mathematics, 143(1):175–211, 2021

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Smooth projections of self-similar measures Sixty years of fractal projections

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This paper cites Seventy years of fractal projections.arXiv preprint arXiv:2602.22002, 2026.

Smooth projections of self-similar measures Seventy years of fractal projections.arXiv preprint arXiv:2602.22002, 2026

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This paper cites Falconer and Xiong Jin.

Smooth projections of self-similar measures Falconer and Xiong Jin

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This paper cites Typical self-affine sets with non-empty interior.Asian Journal of Mathemat- ics, 27(5):621–638, 2024.

Smooth projections of self-similar measures Typical self-affine sets with non-empty interior.Asian Journal of Mathemat- ics, 27(5):621–638, 2024

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Smooth projections of self-similar measures Dimension theory of iterated function systems.Comm

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Smooth projections of self-similar measures Dimensions of orthogonal projections of typical self-affine sets and mea- sures.arXiv preprint arXiv:2502.04000, 2025

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Smooth projections of self-similar measures On self-similar sets with overlaps and inverse theorems for entropy.Ann

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Smooth projections of self-similar measures On self-similar sets with overlaps and inverse theorems for entropy inR d.Memoirs of the American Mathematical Society, 265(1287), 2020

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Smooth projections of self-similar measures Local entropy averages and projections of fractal measures

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Smooth projections of self-similar measures Dimension of ergodic measures projected onto self-similar sets with overlap.Proceedings of the London Mathematical Society, 122(2):191–206, 2021

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Smooth projections of self-similar measures On absolute continuity of inhomogeneous and contracting on average self-similar measures.arXiv preprint arXiv:2409.18936, 2024

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Smooth projections of self-similar measures Lubotzky, R

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Smooth projections of self-similar measures Lubotzky, R

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Smooth projections of self-similar measures Spherical averages of fourier transforms of measures with finite energy; dimensions of intersections and distance sets.Mathematika, 34(2):207–228, 1987

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Smooth projections of self-similar measures Cambridge University Press, Cambridge, 1995

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Smooth projections of self-similar measures Cambridge University Press, Cambridge, 2015

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Smooth projections of self-similar measures Morris and Ça˘ grı Sert

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Smooth projections of self-similar measures Convolutions of Cantor measures without resonance

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Smooth projections of self-similar measures The Ruziewicz problem and distributing points on homogeneous spaces of a compact Lie group

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Smooth projections of self-similar measures Smoothness of projections, Bernoulli convolutions, and the dimension of exceptions.Duke Math

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Smooth projections of self-similar measures Resonance between Cantor sets.Ergodic Theory Dynam

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Smooth projections of self-similar measures Existence ofL q dimensions and entropy dimension for self-conformal measures.Indiana Univ

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Smooth projections of self-similar measures The dimension of projections of planar diagonal self-affine measures.Ann

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Smooth projections of self-similar measures A self-similar measure with dense rotations, singular projections and discrete slices

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Smooth projections of self-similar measures On self-similar measures with absolutely continuous projections and dimension con- servation in each direction.Ergodic Theory Dynam

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Smooth projections of self-similar measures Fourier transforms and iterated function systems

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Smooth projections of self-similar measures Springer International Publishing, Cham, 2015

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Smooth projections of self-similar measures On Furstenberg’s intersection conjecture, self-similar measures, and theL q norms of convolutions.Ann

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Smooth projections of self-similar measures Absolute continuity of self-similar measures, their projections and convolutions.Trans

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Smooth projections of self-similar measures Estimates of spherical averages of Fourier transforms and dimensions of sets.Mathematika, 40(2):322–330, 1993

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Smooth projections of self-similar measures Notes on the transversality method for iterated function systems—a survey.Mathe- matical and Computational Applications, 28(3):65, 2023

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Smooth projections of self-similar measures Fourier decay and absolute continuity for typical homogeneous self-similar measures in ${\mathbb R}^d$ for $d\ge 3$

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This paper cites Absolute continuity of self-similar measures on the plane.Indiana University Mathematics Journal, 74(4):1023–1097, 2025.

Smooth projections of self-similar measures Absolute continuity of self-similar measures on the plane.Indiana University Mathematics Journal, 74(4):1023–1097, 2025

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Smooth projections of self-similar measures Taylor.Partial differential equations, volume 23 ofTexts in Applied Mathematics

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Smooth projections of self-similar measures Birkhäuser, Basel, 1983

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This paper cites Random walks in compact groups.Documenta Mathematica, 18:1137–1175, 2013.

Smooth projections of self-similar measures Random walks in compact groups.Documenta Mathematica, 18:1137–1175, 2013

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This paper cites Projection theorems with countably many exceptions and applications to the exact overlaps conjecture.arXiv preprint arXiv:2503.21923, 2025.

Smooth projections of self-similar measures Projection theorems with countably many exceptions and applications to the exact overlaps conjecture.arXiv preprint arXiv:2503.21923, 2025

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