Recent Developments in Fractals and Related Fields

Geometric Measure Theory and Multifractals.- Occupation Measure and Level Sets of the Weierstrass-Cellerier Function.- Space-Filling Functions and Davenport Series.- Dimensions and Porosities.- On Upper Conical Density Results.- On the Dimension of Iterated Sumsets.- Geometric Measures for Fractals.- Harmonic and Functional Analysis and Signal Processing..- A Walk from Multifractal Analysis to Functional Analysis with Spaces, and Back.- Concentration of the Integral Norm of Idempotents.- Le calcul symbolique dans certaines algèbres de type Sobolev.- Lp-Norms and Fractal Dimensions of Continuous Function Graphs.- Uncertainty Principles, Prolate Spheroidal Wave Functions, and Applications.- 2-Microlocal Besov Spaces.- Refraction on Multilayers.- Wavelet Shrinkage: From Sparsity and Robust Testing to Smooth Adaptation.- Dynamical Systems and Analysis on Fractals..- Simple Infinitely Ramified Self-Similar Sets.- Quantitative Uniform Hitting in Exponentially Mixing Systems.- Some Remarks on the Hausdorff and Spectral Dimension of V-Variable Nested Fractals.- Cantor Boundary Behavior of Analytic Functions.- Measures of Full Dimension on Self-Affine Graphs.- Stochastic Processes and Random Fractals.- A Process Very Similar to Multifractional Brownian Motion.- Gaussian Fields Satisfying Simultaneous Operator Scaling Relations.- On Randomly Placed Arcs on the Circle.- T-Martingales, Size Biasing, and Tree Polymer Cascades.- Combinatorics on Words.- Univoque Numbers and Automatic Sequences.- A Crash Look into Applications of Aperiodic Substitutive Sequences.- Invertible Substitutions with a Common Periodic Point.- Some Studies on Markov-Type Equations.