Workshop on
Fractal Analysis
September, 11 - 17, 2005, in Stockhausen/Eisenach (Germany)
Talks
Lecture Series
Plenary Lectures
Short Communications
-
Alexandre Almeida,
University of Aveiro / Portugal
- Characterization
of the Riesz and Bessel potentials on Lebesgue spaces with variable exponent
-
Alina Barbulescu, Ovidius University of Constanta / Romania
- Hausdorff
h-measure and box dimension of some sets
-
Günter Berger, Universität Leipzig / Germany
- Eigenvalue distribution of elliptic operators
in irregular domains
-
Mats Bodin, University of Umeå / Sweden
- A characterization of
Lipschitz Spaces on Fractals
-
António M. Caetano, University of Aveiro / Portugal
-
Regular distributions within the Besov and Triebel-Lizorkin scales of spaces
-
Raffaela Capitanelli , Università degli Studi di Roma "La Sapienza" / Italy
- p-Laplacians on fractal sets
-
Abel Carvalho, University of Aveiro / Portugal
-
Some fractal properties of continuous real functions on $d$-sets
-
Lars Diening , Universität Freiburg / Germany
- Sobolev Spaces with variable Exponents and
Applications to Fluid Dynamics
-
Antoine Echelard, Irccyn équipe
Fractales / France
- A time-domain 2-microlocal formalism
-
Amiran Gogatishvili , Mathematical Institute, Academy
of Sciences of the Czech Republic, Prague / Czech Republic
- Integral
operators on metric spaces
-
Petr Gurka , Czech University of Agriculture in Prague / Czech Republic
- Sharp
embeddings of Besov-type spaces
-
Peter Hästö, University of Helsinki / Finland
- Sobolev inequalities in variable dimensional spaces
-
Stanislav Hencl, Charles University Prague / Czech Republic
- Regularity of the
inverse of a Sobolev homeomorphism
-
Iya Ivanishko, Belarussian State University / Belarus
- Generalized Poincaré-Sobolev Inequalities
on Metric Measure Spaces
-
Viktoriya Knopova, V.M.Glushkov Institute of Cybernetics, National Academy of
science of Ukraine / Ukraine
- On
some spaces of generalized smoothness on $h$--sets
-
Susanne Koch, Universität Göttingen / Germany
- Dimensions and Martin metrics
-
Vakhtang Kokilashvili, A.Razmadze Mathematical Institute of Georgian
Academy of Sciences / Georgia
- Integral
Transforms on Metric Measure Spaces
-
Miroslav Krbec, Mathematical Institute, Academy of
Sciences of the Czech Republic, Prague / Czech Republic
- Weighted Orlicz spaces and critical imbeddings
-
Sofia Lopes, University of Aveiro / Portugal
-
Besov spaces of generalized smoothness on $h$-spaces
-
Antonio Manzano, Universidad de Burgos / Spain
- On
interpolation of Asplund operators
-
Mathias Mesing & Viet Hung Nguyen,
Ernst-Moritz-Arndt Universität Greifswald / Germany
- Quasi-harmonic Functions on Finite Type Fractals
-
Bohumír Opic, Mathematical Institute, Academy of
Sciences of the Czech Republic, Prague / Czech Republic
- Optimality of embeddings of
Bessel-potential-type spaces into generalized Hölder spaces
- Roberto Peirone, Università di Roma Tor Vergata / Italy
-
Existence of eigenforms in fractals with three vertices
-
Iwona Piotrowska, Universität Jena / Germany
-
Weighted Function Spaces with Muckenhoupt weights and Traces on Fractals
-
René L. Schilling, Universität Marburg / Germany
-
Dirichlet Forms, Pseudo-differential operators
and the Feller property
-
Gunther Schweitzer, University of Technology Graz / Austria
-
Oscillations for the return probability in the class of simply symmetric fractal graphs
-
Teresa Signes, Universidad de Murcia / Spain
- Weak type interpolation in generalized
Lorentz-Zygmund spaces
-
Leszek Skrzypczak, A.Mickiewicz University Poznań / Poland
- Besov
spaces and Hausdorff dimension for some Carnot-Carathéodory
metric spaces
-
Anna Soós, Babes-Bolyai University Cluj-Napoca / Romania
- Iterated function system and homogenization
-
Erika Tamási, Universität Jena / Germany
-
Approximation numbers in anisotropic function spaces
-
Ville Turunen, Helsinki University of Technology / Finland
- Differentiability
in locally compact metric spaces
-
Béatrice Vedel, Universität Jena / Germany
-
Besov characteristics of distributions
-
Paola Vernole, Università degli Studi di Roma "La Sapienza" / Italy
- Evolution equations for second order
transmission problems across irregular layers
-
Steffen Winter, Friedrich-Schiller-Universität Jena / Germany
- Curvature and fractals
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