The European Mathematical Society

Main topics:

• Nonholonomic mechanics and multi-body dynamics
• Systems with friction
• Classical mechanical integrable systems
• Optimal control and mechanics
• Algebro-geometric methods in mechanics
• Applications to robototechnics and biomechanics

The objective of the summer school is to present the different approaches used to solve the main problems raised by the differences in the image nature encountered in real applications.

The two‐day workshop on all aspects of emergence, the spread and control of infectious diseases. In particularly the workshop will dealing with aspects such as emergence and evolution of pathogens; invasion and spread of novel pathogens; impact of climate change to emergence of infections; control of infectious diseases. Subject areas: Infectious diseases; Mathematical modelling; Computer simulation; Multiscale modelling; Dynamical systems; Control and Optimization.

Since the mid-1980's the study of surfaces which are critical points of some natural functional has developed under two essentially independent lines of investigation.

The first is the continued development of methods of functional analysis, via the study of partial differential equations. As the tools of this approach have become more finely tuned and better understood, the past 10 years have seen an enormous explosion of success, mainly through the study of geometric evolution equations (such as mean curvature flow).

ReaDiLab is an Associated International Laboratory (LIA 197) of CNRS composed of 33 Japanese and 36 French researchers in the fields of mathematics, biology, medicine, and chemistry.

ReaDiLab's goal is to develop a better mathematical understanding of complex phenomena arising in biology, biomimetic systems, and medicine. More precisely its project bears on the modeling, the mathematical analysis, and the numerical simulations of reaction-diffusion processes involved in those domains. It will essentially focus on the following themes:

The workshop will focus on the interplay between dynamical systems and arithmetic, and in particular on the study of arithmetic algorithms of significance in dynamics and geometry.

Registration is free. Participants are requested to register on the website of the conference: http://www.crm.sns.it/event/272/registration.html whence further details and updates can be retrieved as well.

Some funds are available to offer financial support to a number of selected young researchers and students for their participation in the Workshop.

This international conference is devoted to original research in the field of engineering, natural sciences or social sciences where mathematical and/or computational techniques are necessary for solving specific problems.

Modern economic systems exhibit a high degree of interconnectivity. The nature of the relationships may be very different, for example the correlation between certain processes or ownership relationships between companies. Network models, in the broadest sense are a set of nodes and links, are a good representation of financial and economic systems. Analysis of these networks allows us to understand and explain some economic phenomena.

This is an international conference organized by the Institute of Mathematics of the University of Seville (IMUS).
The purpose of this conference is to gather experts in both Fluid Mechanics and Singular Integrals or more generally Harmonic Analysis. These areas of research are very active, there is a lot of interaction among them and many questions and problems of interest can be found.

Organizers:
Matthieu Louis (CRG)
Ruben Moreno-Bote (FSJD)
Alex Roxin (CRM)
Klaus Wimmer (IDIBAPS)

The 2013 Summer@ICERM program is designed for a select group of 10-12 undergraduate scholars. Students will work in small groups of two or three, supervised by a faculty advisor and aided by a teaching assistant. A variety of activities around various research themes will allow participants to engage in collaborative research, communicate and examine their findings in formal and informal settings, and report-out their findings with a finished product. Students will be provided with U.S. travel, room and board paid, plus a $3,000 stipend.

The goal of the NUMTA2013 Conference is to create a multidisciplinary round table for an open discussion on numerical modeling by using traditional and emerging computational paradigms. New technological challenges and fundamental ideas from theoretical computer science, linguistic, logic, set theory, and philosophy will meet requirements and new fresh applications from physics, chemistry, biology, and economy. Papers discussing new computational paradigms, relations with foundations of mathematics, and their impact on natural sciences are particularly solicited.

Summer school in algebraic statistics.

The main thema of this Summer School is concerned with the mathematics about dynamical systems of numeration, in a broad sense, and the related various methods in interaction with them: Diophantine Approximation, Mahler measures, automaticity and Cobham Theories, beta-expansions and substitutions, Pisot numbers, Salem numbers, dynamical numbers, symbolic dynamics and ergodicity, group actions, dynamical zeta function, limit equidistribution of conjugates, geometrical representation and Rauzy fractals, multidimensional continued fractions, Perron-Frobenius theory and its recent developments.

Ces journées annuelles du GdR MOA constituent un moment fort de l’activité de notre groupe. Ce sera l’occasion, dans le cadre agréable de l’Institut Henri Poincaré de faire le point sur les avancées récentes en optimisation et leurs applications. Mais ce sera surtout une opportunité pour vos étudiants en thèse de présenter leurs travaux à la communauté. Des aides financières pourront être accordées aux doctorants qui proposeront un exposé.