On natural invariant measures on generalised iterated function systems.
On the geometric structure of the limit set of conformal iterated function systems.
Measures of full dimension on self-affine sets
Separation conditions on controlled Moran constructions
It is well known that the open set condition and the positivity of the t-dimensional Hausdorff measure are equivalent on self-similar sets, where t is the zero of the topological pressure. We prove an analogous result for a class of Moran constructions and we study different kinds of Moran constructions in this respect.
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