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We will focalize on Galois theory for linear systems of
difference equations and present it from different
perspectives: algorithmic, algebraic, analytic,
arithmetical and geometrical. We will insist on the
interplay between all these aspects and applications to
arithmetic or to integrability of dynamical systems.
Registration period
for Colombian participants who apply for finantial suport,
until May 31st of 2012. International participants
consult the
CIMPA web site.
Confirmed courses:
Algebraic and Algorithmic Aspects of Difference
Equations
Michael Singer - North Carolina State University
Arithmetic of q-difference equations
Charlotte Hardouin - Université Paul Sabatier, Toulouse
Lucia Di Vizio - Universite Paris 7
Analytic study of complex linear q-difference equation
Jacques Sauloy - Université Paul Sabatier
Differential equations with polynomial coeffcients and
log-Riemann surface theory
Ricardo Perez-Marco - Université Paris 13
The CIMPA-2012 is supported by:
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