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Assouad dimension

In mathematics — specifically, in fractal geometry — the Assouad dimension is a definition of fractal dimension for subsets of a metric space. It was… 
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Related topics

Related topics

2 relations
Fractal dimensionHausdorff dimension

Papers overview

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2016
2016
A dichotomy of self-conformal subsets of the real line with overlaps
We show that self-conformal subsets of $\mathbb{R}$ that do not satisfy the weak separation condition have full Assouad dimension… 
2016
2016
Assouad dimension and recent development
2014
2014
Equi-homogeneity, Assouad Dimension and Non-autonomous Dynamics
A fractal, as originally described by Mandelbrot, is a set with an irregular and fragmented shape. Many fractals that have been… 
2013
2013
Assouad Dimension and the Open Set Condition
2006
2006
Nagata-Assouad dimension via Lipschitz extensions
In the first part of the paper we show how to relate several dimension theories (asymptotic dimension with Higson property… 
2006
2006
Nagata-Assouad dimension via Lipschitz extensions
. In the first part of the paper we show how to relate several dimension theories (asymptotic dimension with Higson property… 
2005
2005
CONFORMAL ASSOUAD DIMENSION AND MODULUS S . Keith and
Let α ≥ 1 and let (X, d, μ) be an α-homogeneous metric measure space with conformal Assouad dimension equal to α. Then there…