Academic Year 2009

Discrete and Finite Systems in Phase Space
January 26th to February 6th, 2009


Scientific organizers:
Natig M. Atakishiyev Instituto de Matemáticas, UNAM
Andrei B. Klimov Departamento de Física, Universidad de Guadalajara
George S. Pogosyan Departamento de Matemáticas, Universidad de Guadalajara
Kurt Bernardo Wolf Instituto de Ciencias Físicas, UNAM
 
Discrete Hamiltonian systems have served for various applications in quantum optics and computation, signal analysis and image processing. These models have been conceived on phase space -or shall we say, on their phase spaces-, and their states are drawn by means of the Wigner function for each model. As discrete points are accumulated to a continuum, all these phase spaces must contract to the well-known R2 phase space and Wigner function. Understanding better the relation between models and applications, and perhaps bridging it, should further our common research.

As is traditional at the Centro Internacional de Ciencias in Cuernavaca, Gatherings are convened by inviting a small group of people to meet and learn of their various contributions to a field of common current interest. There will be no more than one formal lecture per day, and ample time to discuss matters on the desk and blackboard. Invited participants will have workspace at the installations of the Centro with computer and web access, and their lodging in a nearby Cuernavaca hotel will be covered by the organizers.

Contact: bwolf (at) fis unam mx

Participants and dates

Some questions to ponder

Arrival information
 
Please, visit this site regularly as dates and participants may change. We will do our best to keep the information up to date. If you may have interest in participate in this gathering, please contact CiC.



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