Konferenzservice Mandl

Zusammenfassung: The conference will be devoted both to theoretical and applied aspects of Operator Theory and their interactions. The IWOTA workshops bring together mathematicians and engineers working in operator theory and its applications to related fields, ranging from classical analysis, differential and integral equations, complex and harmonic analysis to mathematical physics, mathematical system and control theory, signal processing and numerical analysis.

Zusammenfassung: The workshop will provide a forum for presentation and discussion of current trends and challenging problems in model selection and related shrinkage methods. Key researchers will deliver invited presentations. Contributed presentations are welcome.

Zusammenfassung: All aspects of computational and analytical methods for boundary and interior layers, and singular perturbation problems are welcome. Special emphasis is laid on the mathematical foundation of such methods. Topics in any scientific field (fluid mechanics, semiconductor modelling, control theory, aero- and hydrodynamics, chemical kinetics, etc) in which boundary and interior layers occur are welcome.

Zusammenfassung: The objective of the FMIPW is to connect industries with faculty, postdocs and graduate students who have expertise in industrial case-studies. This interaction is fostered in the specific context of a problem-solving session over 5 days. The case-studies in question have a significant mathematical or statistical content. The interaction between industry and academia has many potential benefits for both. Academics learn about interesting potential research problems and find application for their existing tools. Industries get access to some of the most experienced mathematical modelers and problem-solvers on the continent.

Zusammenfassung: The Conference main topics are: 1. Applications of Riemannian and Finsler-Lagrange-Hamilton structures; 2. Dynamical systems and jet space theory; 3. Multitime evolutions and optimal control problems; 4. Magnetic dynamical systems; antennas theory; 5. Mathematical models in Physics and in Engineering; 6. Mathematical statistics; 7. Chaos and fractals. Graduate students and postdocs interested in these rapidly developing fields are warmly welcome.

Zusammenfassung: The aim of this event is to promote the scientific exchange of ideas and methods in such a broad and useful area as the Calculus of Variations. With the goal of applications to different areas such as Mathematics, Mechanics, Engineering, Economy, Finances, Chemistry, Biology, just to name a few, models and methods have been developed, with apparent different languages but that are susceptible of an unified analytical and numerical treatment.

Taking into account the most recent developments in this area of Mathematics, we wish to address problems associated with Partial Differential Equations, Optimal Control, Finite or Infinite Dimension Optimization, Shape Optimization in Structural Engineering, together with the associated computational aspects.

Zusammenfassung: The conference aims to update the use of computer-based techniques, promoting their general awareness throughout the business management, design, manufacture and operation of railways and other advanced passenger, freight and transit systems. The meeting provides a forum for engineers, planners, designers, manufacturers and operators, to discuss how they can benefit from the latest developments. It will also provide a forum for transit and rail operators.

Zusammenfassung: Honoring John Butcher on the occasion of his 75th birthday

Zusammenfassung: The Conference aims to address all aspects of forest fires, using computational methods, from fire propagation in different scenarios to the optimum strategies for fire-fighting. It will also cover issues related to economic, ecological, social and health effects.

Zusammenfassung: The sections of the conference are:

- algebra, logics, topology;

- ordinary differential equations and finite dimensional dynamical systems;

- functional analysis and equations with partial derivatives;

- analytical and numerical methods in mechanics; industrial mechanics;

- theoretical informatics;

- mathematical education.

Zusammenfassung: This conference intends to bring together researchers from ALL areas of Applied Mathematics and Approximation Theory, such as ODEs, PDEs, Difference Equations, Applied Analysis, Computational Analysis, Signal Theory, and including traditional subfields of Approximation Theory as well as underfocused areas such as Positive Operators, Statistical Approximation, and Fuzzy Approximation. Other topics will also be included in this conference, such as Fractional Analysis, Semigroups, Inequalties, Special Functions, and Summability.

Zusammenfassung: Signal processing constitutes an important area for the application of mathematical concepts and techniques fuelled, for example, by developments in mobile communications, multimedia systems and digital TV. The subject is still advancing rapidly in areas such as non-linear/non-Gaussian/non-stationary signal processing, digital communication systems, iterative estimation (e.g. turbo codes), blind deconvolution/signal separation and broadband systems. The last IMA conference on this subject was held in December 2006 and in response to popular demand, the next one will be held at the same location in December 2008. The aim of the conference is to bring together mathematicians, statisticians and engineers with a view to exploring recent developments and identifying fruitful avenues for further research. It is hoped that the meeting will help to attract more mathematicians into this important and challenging field.

Zusammenfassung: ANZIAM, a division of the Australian Mathematical Society, is the professional association for industrial and applied mathematics in Australia and New Zealand. The annual conference of ANZIAM is an established gathering of applied mathematicians, scientists and engineers, which will be hosted by the Queensland Branch in 2009.

Zusammenfassung: We are at the dawn of the nanotechnology era, where scientific and technological advancements in many fields strongly demand the investigation of problems involving small or multiple scales. In such problems, the hydrodynamic theory is often invalid, and one has to apply the more fundamental laws of physics, such as kinetic theory (Boltzmann equation), molecular dynamics (Newton’s second law or the Liouville equation), or even quantum mechanics (Schrodinger equation). This requires the development of new mathematical and computational methods for physical laws at these scales, or a mixture of them, which is facilitated by the improvements of modern computers. Mathematical understanding of the scaling limit from one scale to another plays an important role, and interweaves with the development of new multiscale computational methods. This program will focus on the mathematical analysis, computational challenges and new applications of quantum and kinetic transport theory. It will invite both senior leading figures and young researchers in these directions. Besides applied mathematicians, special attention will be paid to invite researchers in other fields in science and engineering, representing academic, national lab and industrial research.

Zusammenfassung: ICIAM 2011 will highlight the most recent advances in the discipline and demonstrate their applicability to science, engineering and industry. In addition to the traditional, strong focus on applied mathematics, the congress will emphasize industrial applications and computational science. Industrial mathematics will be featured prominently through an integrated program which will highlight the many outstanding contributions of applied mathematics. ICIAM 2011 will also be an opportunity to demonstrate to young researchers and graduate students the vast potential of mathematics.