A class of random Cantor measures, with applications

Pablo Shmerkin, Ville Suomala

Type: Preprint

Publication Date: 2016-03-27

Citations: 1

Locations

arXiv (Cornell University) - View

Similar Works

Action	Title	Year	Authors
+	A class of random Cantor measures, with applications	2016	Pablo Shmerkin Ville Suomala
+ PDF Chat	A Class of Random Cantor Measures, with Applications	2017	Pablo Shmerkin Ville Suomala
+	Spatially independent martingales, intersections, and applications	2014	Pablo Shmerkin Ville Suomala
+ PDF Chat	Spatially independent martingales, intersections, and applications	2017	Pablo Shmerkin Ville Suomala
+	Spatially independent martingales, intersections, and applications	2014	Pablo Shmerkin Ville Suomala
+	Dimensions of statistically self-affine functions and random Cantor sets	2023	Taylor Jones
+	On the geometry of random Cantor sets and fractal percolation	1992	K. J. Falconer G. R. Grimmett
+	The Beta(p,1) extensions of the random (uniform) cantor sets	2009	Sandra M. Aleixo Dínis Pestana J. Leonel Rocha
+	THE FRACTAL PROPERTIES OF THE RANDOM CANTOR SETS AND PERCOLATION PROCESSES	2000	Hu X
+	Simple random covering, disconnection, late and favorite points	2007	Amir Dembo
+	Simple random covering, disconnection, late and favorite points	2006	Amir Dembo
+	Restriction of Laplace-Beltrami eigenfunctions to Cantor-type sets on manifolds	2019	Suresh Eswarathasan Malabika Pramanik
+	Percolation in Random Cantor Sets	1997	Mark E. Orzechowski
+ PDF Chat	Fractal uncertainty principle for random Cantor sets	2024	Xiaolong Han Pouria Salekani
+	Projections of random self-similar measures and sets	2012	K. J. Falconer Xiong Jin
+	Large deviations for Brownian motion in a random scenery	2002	Amine Asselah Fabienne Castell
+ PDF Chat	Large deviations for Brownian motion in a random scenery	2003	Amine Asselah Fabienne Castell
+	A Class of Random Cantor Sets	2017	Chen
+	A class of random Cantor sets	2016	Changhao Chen
+ PDF Chat	Self-similar continuous cascades supported by random Cantor sets: Application to rainfall data	2016	J. F. Muzy Rachel Baïle

Works That Cite This (1)

Action	Title	Year	Authors
+ PDF Chat	Resonances for Open Quantum Maps and a Fractal Uncertainty Principle	2017	Semyon Dyatlov Long Jin

Works Cited by This (17)

Action	Title	Year	Authors
+	Probability on Trees and Networks	2016	Russell Lyons Yuval Peres
+ PDF Chat	A 1-DIMENSIONAL SUBSET OF THE REALS THAT INTERSECTS EACH OF ITS TRANSLATES IN AT MOST A SINGLE POINT	1998	Keleti
+	Sets of Salem type and sharpness of the 𝐿²-Fourier restriction theorem	2015	Xianghong Chen
+ PDF Chat	The Dimension of Projections of Fractal Percolations	2013	Michał Rams Károly Simon
+	None	2004	Christian Borgs Jennifer Chayes Stephan Mertens Boris Pittel
+	On Sets of Integers Which Contain No Three Terms in Arithmetical Progression	1946	Felix Behrend
+	Salem sets and restriction properties of Fourier transforms	2000	Gerd Mockenhaupt
+ PDF Chat	On the Sharpness of Mockenhaupt’s Restriction Theorem	2013	Kyle Hambrook Izabella Łaba
+ PDF Chat	A Fourier restriction theorem based on convolution powers	2014	Xianghong Chen
+ PDF Chat	Projections of the natural measure for percolation fractals	2016	Yuval Peres Michał Rams