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List of participantsScientific programme: Overview
List of abstracts (participants get print version)Information on place and program our map of GreifswaldNew: Map of conference place Old: First AnnouncementSupported by German Research Council (DFG). Organized byChristoph Bandt (Greifswald), Peter Mörters (Bath), Martina Zähle (Jena) |
![]() Christoph Bandt Schedule, hotels, money | ![]() Katharina Wittfeld Abstracts, registration, photos | ![]() Petra Gummelt Excursion, coffee |
![]() Mathias Mesing Dinner, sports | ![]() Janina Esins Welcome, coffee | ![]() Katharina Meyer Welcome, coffee | ![]() Stefan Frenzel Computers, talks |
Stochastic Processes (Hörsaal Ost)14:00-14:20 Athanasios Batakis (Orleans)On Brownian Flights and their time-schedule 14:20-14:40 Richard Kiefer (Kaiserslautern) The Hausdorff dimension of the double points on the Brownian frontier 14:40-15:00 Qidi Peng (Lille) Multifractional stochastic volatility models 15:00-15:20 Peter Parczewski (Braunschweig) On weak convergence to Wick exponential of fractional Brownian motion |
Self-similar constructions (Kurssaal Geographie)14:00-14:20 Tamás Keleti (Budapest)The measure of the intersection of two copies of a self-similar or self-affine set 14:20-14:40 Erin Pearse (Iowa) Geometry of Self-similar sets I: Canonical tilings of the convex hull 14:40-15:00 Steffen Winter (Karlsruhe) Geometry of Self-similar sets II: Parallel sets and tube formulas 15:00-15:20 Víctor Ruiz (Madrid) Dimension of some self-similar measures with overlaps |
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15:20-16:00
coffee break |
15:20-16:00
coffee break |
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16:00-16:30
Ântoine Ayache (Lille) On the local time of the Linear Fractional Stable Sheet 16:30-17:00 Jan Rataj (Prague) Approximation of (fractal) sets by parallel neighbourhoods |
16:00-16:20
Nina Snigireva (Bremen) Multifractal spectra of in-homogeneous self-similar measures: results and applications 16:20-16:40 Mathias Mesing (Greifswald) Classification of finite type fractals 16:40-17:00 Konstantin Igudesman (Kazan) Fractal tops for one family of iterated function systems |
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17:00-17:20
coffee break |
17:00-17:20
coffee break |
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17:20-17:40
Narn-Rueih Shieh (Taipei) Multifractal products of stationary diffusion processes 17:40-18:00 Rudolf Riedi (Rice University) Shot-noise cascades |
17:20-17:40
Irmina Herburt (Warsaw) Kernels of fractal star bodies 17:40-18:00 Gerald Goodman (Florence) Barnsley's fern |
| 9:00-9:50 | Hui Rao (Beijing) Geometric realizations of hyperbolic substitution dynamical systems |
| 9:55-10:45 | Jeff Steif (Göteborg) Dynamical percolation |
| 10:45-11:15 | coffee break |
| 11:15-12:05 | John Hutchinson (Canberra), Uta Freiberg (Jena) V-variable fractals: their analysis and spectral dimension |
Dynamical systems (Hörsaal Ost)14:00-14:20 Michael Baake (Bielefeld)The diffraction measure of the Thue-Morse chain 14:20-14:40 Ignacio Garcia (SantaFe) Dimension function of Cantor sets 14:40-15:00 Wolfgang Kreitmeier (Passau) Optimal quantization and Hausdorff measure for Cantor distributions 15:00-15:20 András Máthé (Budapest) The Furstenburg problem and the exceptional set of projections |
Fractal analysis (Kurssaal Geographie)14:00-14:20 Jiaxin Hu (Beijing)Lower bound of heat kernel and parabolic Harnack inequality 14:20-14:40 Mateusz Kwasnicki (Wroclaw) Boundary Harnack inequality for stable processes on the Sierpinski gasket 14:40-15:00 Michael Hinz (Jena) Stochastic partial differential equations with fractal gradient type noise 15:00-15:20 Bartlomiej Dyda (Wroclaw) On an imbedding theorem concerning Lipschitz and Lorentz spaces on h-sets |
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15:20-16:00
coffee break |
15:20-16:00
coffee break |
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16:00-16:20
Péter Móra (Budapest) Estimate of the Hausdorff measure of the Sierpinski triangle 16:20-16:40 Julien Barral (Inria) The singularity spectrum for the inverse of Gibbs measures on cookie-cutter sets 16:40-17:00 Samuel Nicolay (Liege) About the pointwise smoothness of some nondifferentiable functions 17:00-17:20 Stéphane Seuret (Paris) A Markov process with random singularity spectrum |
16:00-16:30
Katarzyna Pietruska-Paluba (Warszawa) Probabilistic characterisation of Besov-Lipschitz spaces on fractals and measure metric spaces 16:30-17:00 Jun Kigami (Kyoto) Measurable Riemann Geometry on the Sierpinski gasket 17:00-17:20 Naotaka Kajino (Kyoto) Weyl type spectral asymptotics for the Laplacian on Sierpinski carpets |
| 9:00-9:50 | Gregory Miermont (Orsay) Random maps and their scaling limits |
| 9:55-10:45 | Michael Barnsley (Canberra) Transformations between fractals |
| 10:45-11:15 | coffee break |
| 11:15-12:05 | Károly Simon (Budapest), Michel Dekking (Delft) Algebraic difference of random Cantor sets |
| 9:00-9:50 | Jochen Blath (Berlin) Measure-valued diffusions, self-similarity and flickering random measures |
| 9:55-10:45 | Pekka Koskela (Jyväskylä) Fractals and quasiconformal mappings |
| 10:45-11:15 | coffee break |
| 11:15-12:05 | Davar Khoshnevisan (Utah) Brownian motion and thermal capacity |
Geometric Measure Theory (Hörsaal Ost)14:00-14:20 Ida Arhosalo (Jyväskylä)Visible parts of fractal percolation 14:20-14:40 Tapio Rajala (Jyväskylä) Large porosity and dimension of sets in metric spaces 14:40-15:00 Ville Suomala (Jyväskylä) Upper porosity of packing type measures 15:00-15:20 Amos Koeller (Tübingen) A classification of Reifenberg-like properties |
Random fractals (Kurssaal Geographie)14:00-14:20 Karsten Keller (Lübeck)On the fractal structure of ordinal time series analysis 14:20-14:40 Mathieu Sinn (Lübeck) Estimation of ordinal pattern probabilities in fractional Brownian motion 14:40-15:00 Olivier Barrière (Inria) Self regulating multifractional process and applications 15:00-15:20 Adam Kinnison (Bath) Multifractal analysis of measures on the boundary of a Galton-Watson tree |
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15:20-16:00
coffee break |
15:20-16:00
coffee break |
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16:00-16:20
Vasilis Chousionis (Helsinki) Directed porosity on conformal iterated function systems and singular integrals 16:20-16:40 Wolf-Dieter Richter (Rostock) Extended method of indivisibles and non-Euclidean geometric measure representations 16:40-17:00 Steve Kalke/ Florian Thauer (Rostock) Applications of geometric measure representations in cases of simplicial or spherical distributions 17:00-17:20 Magd Kahil (Giza) Motion In Fractal Brane World Models |
16:00-16:20
Marcel Ortgiese (Bath) A multifractal spectrum for the free energy of polymers on disordered trees 16:20-16:40 Florian Sobieczky (Graz) The discontinuity set of a function as the hyperbolic boundary of a graph 16:40-17:00 Kenneth Falconer (StAndrews) Multistable Processes 17:00-17:20 Ronan Le Guével (Inria) Localisable moving average processes |
| 9:00-9:50 | Antti Käenmäki and Pablo Shmerki (Jyväskylä) Self affine sets in the plane: dimensions, overlaps and orthogonal projections |
| 9:55-10:45 | Vadim Kaimanovich (Bremen) Self-similarity and random walk |
| 10:45-11:15 | coffee break |
| 11:15-12:05 | Marianna Csörnyei (London) Problems in geometric measure theory |
Hausdorff Dimension (Hörsaal Ost)14:00-14:20 Jihua Ma (Wuhan)Dimension of some non-normal continued fraction sets 14:20-14:40 Jun Jie Miao (StAndrews) The Geometry of Self-affine Fractals 14:40-15:00 Maria Moszynska (Warszawa) An axiomatic approach to fractal dimension 15:00-15:20 Anna Soós (Cluj Napoca) Stochastic Homogenization on Selfsimilar Fractals |
Self-similarity (Kurssaal Geographie)14:00-14:20 Dirk Frettlöh (Bielefeld)Fractal fundamental domains for lattices in the plane 14:20-14:40 Nertila Gjini (University of New York Tirana) Connectivity of Pisot dual tilings 14:40-15:00 Pavel Troshin (Kazan) Systems of two iterated functions over the skew field of quaternion 15:00-15:20 Jörg Neunhäuserer (Berlin) Absolute continuity of non uniform self-similar measures on the real line |
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15:20-16:00
coffee break |
15:20-16:00
coffee break |
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16:00-16:20
Anthony Samuel (StAndrews) Aspects of Fractals in Non-commutative Geometry 16:20-16:50 Boris Solomyak (Seattle) Quasisymmetric conjugacy between rational maps and iterated function systems |
16:00-16:20
Gregory Torbin (Bonn) Probabilistic approach to transformations preserving the Hausdorff-Besicovitch dimension 16:20-16:50 Jörg Schmeling (Lund) A multifractal mass transfence principle and the structure of a typical sequence |