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Random Fractals by Peter Morters
The term fractal usually refers to sets which, in some sense, have a self-similar structure. This PDF book covers the following topics related to Random Fractals : Representing fractals by trees, Fine properties of stochastic processes, More on the planar Brownian path, etc.
Author(s): Peter Morters, University of Bath
29 Pages
Lectures On Fractals And Dimension Theory
This note covers the following topics: Basic Properties and Examples, Iterated Function Schemes, Computing dimension, Some Number Theory and algorithms, Measures and Dimension, Classic results: Projections, Slices and translations, Tranversality and Iterated function schemes with overlaps.
Author(s): Mark Pollicott
106 Pages
This note covers the following topics: Rigidity and inflexibility in conformal dynamics, Hausdorff dimension and conformal dynamics: Strong convergence of Kleinian groups, Geometrically finite rational maps and Computation of dimension.
Author(s): Curtis T McMullen
NA Pages
Lecture Notes on Fractal Geometry
Currently this section contains no detailed description for the page, will update this page soon.
Author(s): NA
NA PagesAdvertisement
