Recent Developments in Fractals and Related Fields

Amir Algom and Meng Wu: Large slices through self affine carpets.- Demi Allen and Edouard Daviaud: A survey of recent extensions and generalisations of the Mass Transference Principle.- Peter Arzt and Uta Freiberg: Spectral Exponents of Gap Diffusions on Random Homogeneous Cantor-Sets.- Athanasios Batakis, Nga Nguyen and Michel Zinsmeister: A new Model of City Growth and its Application to a middle sized French City.- Wejdene Ben Nasr, Véronique Billat, Stéphane Jaffard,, Florent Palacin and Guillaume Saës: The weak scaling multifractal spectrum: Mathematical setting and applications to marathon runners physiological data.- Argyrios Christodoulou and Natalia Jurga: Self-projective sets.- Hervé Queffélec and Martine Queffélec: Old and new results on the Furstenberg sets.- Michael Hochman: On the analytic self-maps of Cantor sets in the line.- Xiong Jin: A Chung-Fuchs type theorem for skew product dynamical systems.- Sabrina Kombrink and Lucas Schmidt: Eigenvalue counting functions and parallel volumes for examples of fractal sprays generated by the Koch snowflake.- Eugen Mihailescu: Exact dimensional measures in deterministic and random systems.- Tuomas Sahlsten: Fourier transforms and iterated function systems.- Nicolas de Saxcé: A presentation of the discretized sum-product in division algebras.- Xavier Tolsa: Carleson’s 𝜀2 conjecture in higher dimensions and Faber-Krahn inequalities.