The scenery flow for self-affine measures

Thomas Michael William Kempton

The scenery flow for self-affine measures

Thomas Michael William Kempton

Pure Mathematics

Research output: Contribution to journal › Article

Abstract

We describe the scaling scenery associated to Bernoulli measures supported on separated self-affine sets under the condition that certain projections of the measure are absolutely continuous.

Original language	English
Journal	ArXiv e-prints
Publication status	Unpublished - May 2015

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1505.01663v1Accepted author manuscript, 359 KB

http://arxiv.org/abs/1505.01663v1

Non-conformal repellers: Fractal and multifractal structure of non-conformal repellers
Falconer, K. J. (PI)
EPSRC
13/01/14 → 12/01/17
Project: Standard

Cite this

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title = "The scenery flow for self-affine measures",

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M3 - Article

JO - ArXiv e-prints

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The scenery flow for self-affine measures

Abstract

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Projects

Non-conformal repellers: Fractal and multifractal structure of non-conformal repellers

Cite this