Mathematical Analysis, Probability and Applications – Plenary Lectures

1. A Review of Brownian Motion Based Solely on the Langevin Equation with White Noise
L. Cohen

2. Geometry-Fitted Fourier-Mellin Transform Pairs
Darren Crowdy

3. First Order Approach to L^p



L
p



Estimates for the Stokes Operator on Lipschitz Domains
Alan McIntosh, Sylvie Monniaux

4. The Study of Complex Shapes of Fluid Membranes, the Helfrich Functional and New Applications
Zhong-Can Ou-Yang, Zhan-Chun Tu

5. Multiplication and Composition in Weighted Modulation Spaces
Maximilian Reich, Winfried Sickel

6. A Reproducing Kernel Theory with Some General Applications
Saburou Saitoh

7. Sparse Approximation by Greedy Algorithms
V. Temlyakov

8. The Bi-free Extension of Free Probability
Dan-Virgil Voiculescu

9. Stability of the Prandtl Boundary Layers
Y.-G. Wang

10. Visual Exploration of Complex Functions
Elias Wegert

11. Integral Transform Approach to Time-Dependent Partial Differential Equations
Karen Yagdjian

Avainsanat: Mathematics, Partial Differential Equations, Functional Analysis, Probability Theory and Stochastic Processes