Titlebook: Geometry and Analysis of Fractals; Hong Kong, December De-Jun Feng,Ka-Sing Lau Conference proceedings 2014 Springer-Verlag Berlin Heidelbe

dendrites

Recent Progress on Dimensions of Projections,This is a survey on recent progress on the question: how do projections effect dimensions generically? I shall also discuss briefly dimensions of plane sections.

慎重

cataract

inspiration

Starten des CP/M-Betriebssystems,how that the law of pure types holds for spectral measures, i.e. if . is a frame for ., then . is discrete or absolutely continuous or singular continuous with respect to Lebesgue measure (see [.]). And we discuss the spectral properties of Cantor measures (see [.]), where we focus on some exotic properties of the spectra of some Cantor measures.

不愿

Mediocre

https://doi.org/10.1007/978-3-662-01537-7rential geometry. In recent years their fractal versions have been introduced via approximation by parallel sets of small distances. In the present paper stability properties of the corresponding limits under small perturbations of these neighborhoods are studied. The well-known Minkowski content may be considered as marginal case.

Amenable

Mandelbrot Cascades and Related Topics,he Chinese Hong-Kong University. It gathers recent advances in Mandelbrot cascades theory and related topics, namely branching random walks, directed polymers on disordered trees, multifractal analysis, and dynamical systems.

Seminar

Popcorn

Quasisymmetric Modification of Metrics on Self-Similar Sets,on a self-similar set being quasisymmetric to each other. As an application, we construct metrics on the Sierpinski carpet which is quasisymmetric with respect to the Euclidean metrics and obtain an upper estimate of the conformal dimension of the Sierpinski carpet.

Precursor

Stability Properties of Fractal Curvatures,rential geometry. In recent years their fractal versions have been introduced via approximation by parallel sets of small distances. In the present paper stability properties of the corresponding limits under small perturbations of these neighborhoods are studied. The well-known Minkowski content may be considered as marginal case.