[Todos CMAT] Fwd: Stable limit cycles in nonlinear switched systems

Eleonora Catsigeras eleonora en fing.edu.uy
Mar Jun 9 17:51:41 UYT 2015


Por favor difundir el anuncio al pie, entre estudiantes de grado y posgrado
que puedan estar interesados.

El anuncio informa sobre un curso breve en el Depto de Matemática de la
University of Texas at Dallas, sobre aplicaciones a la ingeniería robótica
de la teoría de los sistemas dinámicos con discontinuidades, en particular
de la dinámica de billares con singularidades y los mapas n-dimensionales
contractivos a trozos. Se ofrecen becas para estudiantes de grado y de
posgrado.  Gracias, saludos, Eleonora

---------- Forwarded message ----------
From: Makarenkov, Oleg <makarenkov en utdallas.edu>
Date: 2015-06-09 16:00 GMT-03:00
Subject: Stable limit cycles in nonlinear switched systems
To:


Dear Colleague,

you received this email because I read one of your papers on limit cycles
in switched systems (likely with applications in robotics, car braking
design or power converters) and probably used them in my switched systems
course http://coursebook.utdallas.edu/math6390.001.15s

....

Financial support to undergraduate and graduate students is available.

The website of the school: http://www.utdallas.edu/ds2015/

The announcement of the school is attached below.

Best wishes,
Oleg Makarenkov.
www.utdallas.edu/~makarenkov

SCHOOL ANNOUNCEMENT

Dear Students,

Summer School on Nonsmooth Dynamical Systems will be held on August 4-6,
2015 at the University of Texas at Dallas. The three courses of the school
will describe modern tools that help understanding the dynamics of
Elliptical Billiards, Hysteresis Phenomena and Switched Systems. The
elliptical billiards provide instructive examples of integrable systems;
their dynamical properties follow from the geometry of pencils of conics
and the arithmetic of related elliptic curves. The switched systems
component will be centered around bifurcation theory, which proved to be a
powerful tool in predicting limit cycles in anti-lock braking systems,
passive walking robots, and other engineering models. Finally, the school
will cover the infinite-dimensional operator framework required to model
hysteresis phenomena that are common in plasticity, magnetism, friction,
sorption, phase transitions, smart materials, biology and economics.
Limited financial support is available for undergraduate and master
students. Lectures will start at 9:00 and finish at 13:30.

Send a message to Oleg Makarenkov at makarenkov en utdallas.edu to register
for the school. Participation in the school is free. Please mention whether
or not you are interested to present a poster during the school.

The webpage of the school: http://www.utdallas.edu/ds2015/

Best wishes,
Oleg Makarenkov.

Assistant Professor
Department of Mathematical Sciences
The University of Texas at Dallas
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