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Meetings |
OBJECTIVES
The aim of this school is to
introduce the younger researchers and graduate students from
Colombia and north of Latin America to recent results in difference
equations. 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.
Confirmed courses
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Algebraic and
Algorithmic Aspects of Difference Equations
Michael Singer - North Carolina State University
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Arithmetic of q-difference
equations
Charlotte Hardouin - Université Paul Sabatier, Toulouse
Lucia Di Vizio - Universite Paris 7
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Analytic study of
complex linear q-difference equation
Jacques Sauloy - Université Paul Sabatier
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Differential equations
with polynomial coeffcients and log-Riemann surface theory
Ricardo Perez-Marco - Université Paris 13
Scientific Committee
Organizers
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David
Blázquez-Sanz,
david@ima.usergioarboleda.edu.co
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Guy Casale,
guy.casale@univ-rennes1.fr
Logistics
Last update: 27/01/2012
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Presentation |
