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Probabilistic and Stochastic Methods in Analysis
with Applications
Lecturers and Topics

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John J. Benedetto
University of Maryland
Stationary frames and spectral estimation

Gavin Brown
University of New South Wales
Normal numbers and dynamical systems

Piermarco Cannarsa
University of Rome "Tor Vergata"
Second order Hamilton-Jacobi equations in infinite dimensions and stochastic optimal control

Stephane Jaffard
University of Paris-Dauphine
Wavelets and applications

Jean Pierre Kahane
University of Paris-Orsay
Some continuations of the work of Paley and Zygmund on random trigonometric series

Gopinath Kallianpur
University of North Carolina
Stochastic differential equations in infinite dimensional spaces

Stephane Mallat
Courant Institute
Singularity detection and processing with wavelets

Donald J. Newman
Temple University
Probabilistic methods in mathematical analysis

Athanasios Papoulis
Polytechnic University of New York
Innovations and entropy rate with applications in factorization, spectral estimation, and prediction

Jacques Peyriere
University of Paris-Orsay
On the multifractal analysis of measures

Bernard Saffari
University of Paris-Orsay
Applications of probability methods to some extremal problems in Fourier analysis

Walter Schempp
University of Siegen
Quantum holography, synthetic aperture radar imaging, and computed tomographic imaging