Conference Service Mandl

abstract: The objectives of the Conference are to review and discuss some of the latest trends in the field of partial differential equations and applications. The conference is dedicated to Professor Philippe G. Ciarlet, professor emeritus, Université Pierre et Marie Curie, and chair professor, City University of Hong Kong, on the occasion of his 70th birthday, in recognition of his mathematical achievements and of his dedication to the mathematical community.

abstract: The goal of FEMTEC 2008 is to advance the frontiers in performance and reliability of finite element methods, and broaden their interdisciplinary applications in engineering and sciences.

abstract: The conference aims to bring together both experts and young researchers in the subject of nonlinear differential equations, with emphasis on the following subjects: integrability of differential equations and systems, hierarchies and sequences of equations, singularity analysis, symmetry analysis and applications. The meeting is financed partially by SIDA (Sweden) and NRF (South Africa).

abstract: This Conference will provide a joint forum where academia and industry can exchange research ideas involving theoretical and applied developments in differential equations and computational simulations.

abstract: Besides Elliptic and Parabolic issues, the topics of the conference include Geometry, Free Boundary Problems, Fluid Mechanics, Evolution Problems in general, Calculus of Variations, Homogenization, Control, Modeling and Numerical Analysis. In addition to the plenary talks parallel sessions and minisymposia will be organized. Gaeta, where the conference will take place, is in the gulf of Serapo between Rome and Naples. The hotel is located directly at the sea, just a ten minute walk from the old city of Gaeta.

abstract: We will be concerned with a so-called dynamic equation on a time scale (a time scale is just a closed subset of the real numbers). If the time scale is the set of real numbers, then the dynamic equation is a differential equation, while if the time scale is the integers, then the dynamic equation is a difference equation. Hence our study will be a unification and generalization of these two areas of mathematics. No previous knowledge of time scales will be assumed, but we will particularly be interested in new developments and applications of this area of research. Anyone interested in either differential equations or difference equations will be interested in this 2009 Rocky Mountain Mathematics Consortium Conference.

abstract: This conference is one of the main venues where significant advances in the analysis and computational modeling of wave phenomena and exciting new applications are presented. Conference themes include but are not limited to forward and inverse scattering, nonlinear wave phenomena, fast computational techniques, high performance computing, numerical analysis, absorbing layers and approximate boundary conditions, analytic and semi-analytic techniques for wave problems, domain decomposition, guided waves, random media etc.

abstract: Under the name 'Equadiff' a series of important international conferences on differential equations have been organized in Europe during the last decades. The first one took place in Prag (1962) and the second one in Bratislava (1966). From 1970 on the location alternated between Czech Republic/Slovakia and various countries of Western Europe. The most recent Equadiff conferences took place in Vienna (2007), Bratislava (2005), Hasselt (2003), Prag (2001), and Berlin (1999).

abstract: DWCAA09 aims to provide a forum for researchers to present and discuss ideas, theories, and applications of constructive approximation. We propose 8 main invited lectures, 4 sessions of contributed talks and a poster session.

abstract: Inverse Problems are problems where causes for a desired or an observed effect are to be determined. They lie at the heart of scientific inquiry and technological development. Applications include a number of medical as well as other imaging techniques, location of oil and mineral deposits in the earth's substructure, creation of astrophysical images from telescope data, finding cracks and interfaces within materials, shape optimization, model identification in growth processes and, more recently, modelling in the life sciences. During the last 10 yeas or so there has been significant developments both in the mathematical theory and applications of inverse problems. The purpose of the program would be to bring together people working on different aspects of the field, to appraise the current status of development and to encourage interaction between mathematicians and scientists and engineers working directly with the applications.

abstract: This program aims at the study of various topics within the area of Free Boundaries Problems, from the viewpoints of theory and applications. Many problems in physics, industry, finance, biology, and other areas can be described by partial differential equations that exhibit apriori unknown sets, such as interfaces, moving boundaries, shocks, etc. The study of such sets, also known as free boundaries, often occupies a central position in such problems. The aim of this program is to gather experts in the field with knowledge of various applied and theoretical aspects of free boundary problems.