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Spindeler, Timo: On Spectral Theory of Compatible Random Inflation Systems. 2018
Inhalt
Introduction
Basics
Preliminaries
Notation
Point sets
Perron–Frobenius theory
Symbolic dynamics
Letters and words
Substitution rules
The discrete hull
Model sets
Measures and diffraction
Measures and linear functionals
Autocorrelation and diffraction measure
Random noble means substitutions
Noble means substitutions
Elementary properties of the NMS
Noble means sets
Diffraction of the noble means sets
A stochastic generalisation
Random substitutions
The family of random noble means substitutions
Random noble means sets
Diffraction of the RNMS
An approach via concatenation
Weakly almost periodic measures
The continuous part of the diffraction measure
The pure point part of the diffraction measure
The deformed random Fibonacci chain
The random period doubling substitution
The deterministic period doubling substitution
Elementary properties of pd
Diffraction of the period doubling chain
The randomised case
Diffraction of the random period doubling chain
The continuous part of the diffraction measure
The pure point part of the diffraction measure
An example in two dimensions
The deterministic block substitution
The randomised case
Diffraction of the random block substitution
The continuous part of the diffraction measure
The pure point part of the diffraction measure
The topological point spectrum
Kronecker factor versus maximal equicontinuous factor
The topological point spectrum of the random noble means chain
Generic elements of the stochastic hull
The Kronecker factor of the random noble means chain
Interpretation via disintegration
The Kronecker factor of the random period doubling chain
Summary and outlook
Biblography
List of Symbols
Index