ICNAAM 2009

7th International Conference of Numerical Analysis and Applied Mathematics

 

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Procedures for the approval of a proposal for a session-workshop or minisymposium:

1. The organizer must send us a proposal for the organization of a session-workshop or minisymposium
2. The organizer must give us a small description of his/her proposal (no more than 150 words)
3. The organizer must give us his/her short CV
4. The organizer must inform us about the procedures which will follow for the promotion of this session-workshop or minisymposium (the organizer is responsible for the promotion)
5. The organizer must give us full affiliations of his/hers with an e-mail in which someone can send a paper on the subject of the session-workshop or minisymposium.


After approval the organizer will be the responsible person for the selection of the papers. The papers must be send to us until 15/7/2009. In the Proceedings of ICNAAM 2009 the session-workshop or minisymposium will be in a separate section of the Volume with a Preface written by the organizer. From time to time the organizer must inform us about the participation of his/her session. If a session consists of 6 registrations at least then the registration of the organizer in ICNAAM 2009 is free. If a symposium consists of 8 registrations at least then the organizer will have free registration and
at least a participation in the accommodation.
 

If a participant wants to send a paper to a Symposium mentioned below the e-mail addresses of the organizer(s) must be used.

 

SESSIONS AND MINISYMPOSIA WHICH

HAVE BEEN APPROVED

 

1) Title: "The 4th Symposium on Numerical Analysis of Fluid Flow and Heat Transfer"

Organizer: Prof. Dr. Pawel Kosinski, The University of Bergen, Department of Physics and Technology, The Process Technology Programme, Allegt 55, 5007 Bergen, Norway. Tel: +47 55 58 28 17, Fax: +47 55 58 94 40

 

E-mail: Pawel.Kosinski@ift.uib.no
 

Description of the topic of the session:


 Understanding fluid dynamics has been one of the major advances of mathematics, physics and engineering. Single- and multiphase flow technology is increasingly important in the energy and manufacturing industries. Heat transfer is of particular interest to engineers, who attempt to understand and control the flow of heat through the use of heat exchangers or thermal insulation, and other devices. Pollution control, pneumatic transport, combustion, development of new materials, engine design, as well as many other engineering applications will benefit from the fundamental engineering design application and research in the field. The objective of the session is to bring together scientists working on numerical and also experimental issues. They are called upon to present their research. Topics of interest include (but not limited!):

bulletacoustic theory
bulletaerodynamics
bulletaeronautics
bulletcombustion
bulletflow measurements
bullethydrodynamics
bulletmulti-phase flows
bulletrheology
bulletenergy systems
bulletenergy systems
bulletrefrigeration and air conditioning
bulletthermophysical properties
bulletgas turbines


Chosen papers presented during the 4th Symposium on Numerical Analysis of Fluid Flow and Heat Transfer will be published in a special issue of the Applied Mathematics and Computation (listed in ISI-SCI Web of Science).

 

The URL address of the Symposium can be found here

 

2) Title: "Recent Trends in the Numerical Solution of Differential Equations"

Organizer: Prof. Dr. Luigi Brugnano, Dipartimento di Matematica "U.Dini", Universita` degli Studi di Firenze, Viale Morgagni 67/A, 50134 Firenze Italy. Tel. : +39 055 4237481, Fax. : +39 055 4222695. http://www.math.unifi.it/~brugnano/
 

                       E-mail: brugnano@math.unifi.it, lubrug@gmail.com 



URL address of the Symposium:
http://www.math.unifi.it/~brugnano/ICNAAM2009/

 

 

3) Title: "Clifford structures in mathematics, physics and engineering"

Organizer: Prof. Wolfgang Sprößig, Freiberg (Germany) and Prof. Klaus Gürlebeck, Weimar (Germany)
 

                       E-mail: sproessig@math.tu-freiberg.de and klaus.guerlebeck@uni-weimar.de

 

URL of the Symposium: http://www.uni-weimar.de/Bauing/mathe/icnaam2009.htm  


Description of the topic of the session:

 

Clifford structures play an increasing role in mathematics, physics and engineering. They are used in modelling in very different areas of science. Impressive examples can be found in quantum physics, gauge theories, theoretical physics in general but also in signal and image processing. Clifford analysis created during the last decades very useful tools for the treatment of partial differential equations, including elements of approximation theory and numerical simulations. Practical applications in engineering sciences, like the efficient description of three-dimensional movements, applications in robotics and also in classical mechanics become more and more important.

The idea of the symposium is to bring together experts working in theoretical research as well as in the applied sciences who are active in one of the fields related to the application of Clifford structures.

4) Title: "Numerical methods and their applications in molecular simulation"

Organizers: Prof. Dr. Eric CANCES, CERMICS, Ecole des Ponts and INRIA, 6 & 8 avenue Blaise Pascal, 77455 Marne-la-Vallee Cedex 2, France and Dr. Frederic LEGOLL, UR Navier, LAMI, Ecole des Ponts and INRIA, 6 et 8 avenue Blaise Pascal, 77455 Marne la Vallée Cedex 2, FRANCE

 

E-mails: cances@cermics.enpc.fr

 legoll@lami.enpc.fr , legoll@cermics.enpc.fr
 

Description of the topic of the session:


 Molecular simulation plays an increasingly important role in chemistry, molecular biology, materials science, and nano-technologies, bringing up a wide variety of new numerical issues.

This symposium will focus on the two essential aspects of molecular simulation, namely electronic structure calculations and molecular dynamics.

Electronic structure calculations can be used to compute the charge density, the total energy and the atomic forces of a material system. Several electronic structure methods are available, including wavefunction methods, density functional theory (DFT) and quantum Monte Carlo. The corresponding models give rise to nonconvex optimization problems, coupled systems of nonlinear elliptic PDEs, nonlinear eigenvalue problems, and high-dimensional linear parabolic PDEs (amenable to stochastic approaches).

Molecular dynamics aims at simulating the time-evolution of the material system under consideration, as well as at computing thermodynamical properties expressed in terms of ensemble averages or time-correlation functions. The mathematical formulation of the models used in molecular dynamics leads to Hamiltonian systems, stiff ordinary differential equations, stochastic differential equations, and time-dependent linear or nonlinear Schrödinger equations.

Leading experts will present recent achievements and discuss open questions arising in molecular simulation.
 

 

5) Title: "Mathematical Theory, Modeling and Simulation in Nanoscience for fabrication of materials"

Organizer: Prof. Dr. Leela Rakesh, Director: Center for Applied Mathematics & Polymer Fluid Dynamics, Advanced Materials Research Division, Department of Mathematics, Pearce 116, Central Michigan University, Mt. Pleasant, MI 48859,
 

E-mail: LRakesh@aol.com  and leela.rakesh@cmich.edu 
 

Description of the topic of the session:


 Nanomaterials and the nanotechnology developed to fabricate the synthetic and biological materials. They are creating a revolution in the world of material manufacturing and adaptation. Small amount of nanosized additives in conventional materials can alter the property of the composite significantly. For example,(i) the material reinforced with carbon nanotubes can have much improved thermal, electrical, mechanical properties up to several hundreds percent (ii) carbon nanotubes and fullerene (C60) are being used in many biomedical and therapeutical applications. Nanocomposites of polymers, and nanoclay particles are posed to replace metals on future space shuttle missions and many nanomaterials are used in gene therapy and biomedical applications. Our symposium will focus on this timely area of research on the development of robust simulation tools, experiments and multiscale models using carefully chosen numerical techniques to solve the nonlinear dynamics and partial differential equations modeled to fit the nanomaterials evolution.

 

6) Title: "Asymptotic and numerical modelling of Composite Materials"

Organizer: Prof. Dr. Igor Andrianov, Institut für Allgemeine Mechanik, RWTH Aachen – TU Aachen, Templergraben 64, D-52056, Aachen, Germany, Phone office: + 49 241 8094605, Phone home: + 49 221 7089888, Fax: +49 241 8092231
 

E-mail: igor_andrianov@hotmail.com  
 

Description of the topic of the session:


The aim of the Symposium is to gather experts working on various actually important aspects of developing and application of homogenization in Composite Materials: pure mathematicians, applied mathematicians, mechanics and software experts.


The Symposium will cover the following subjects:

 

bullet

homogenization from mathematical, physical and engineering standpoints;

bullet

effective asymptotical, numerical and combined algorithms for solving cell boundary-value problems;

bullet

homogenization approaches for periodic media and structures;

bullet

homogenization of media and structures with random properties;

bullet

homogenization technique in nonlinear problems.


In addition, an emphasis will be put on derivation of effective models of discrete media with a microstructure by using multiple scaling, perturbation methods in the computer age, and modern perturbation methods in engineering and pure sciences.

 

7) Title: "Ordinary Differential Equations and Dynamical Systems"

Organizer: Prof. Dr. Kaspar Nipp , Seminar for Applied Mathematics, ETH Zürich, Rämistrasse 101 / HG G57.3, CH-8092 Zürich, Switzerland and Prof. Dr. Daniel Stoffer, Mathematics, ETH Zürich, Rämistrasse 101 / HG G51.5, CH-8092 Zürich, Switzerland
 

E-mail: nipp@math.ethz.ch and stoffer@math.ethz.ch 
 

Description of the topic of the session:


The aim of this Minisymposium is to discuss numerical aspects and general theory of ordinary differential equations and dynamical systems as well as their applications.


Topics include:

 

bullet

Structure preserving numerical integration

bullet

Invariant manifolds

bullet

Singular perturbations

bullet

Differential algebraic systems

bullet

Hamiltonian systems

bullet

shadowing

bullet

homoclinic and heteroclinic orbits.
 

8) Title: "Quantum transport"

Organizer: Dr. Francis NIER, IRMAR, Campus de Beaulieu, 35042 Rennes Cedex, FRANCE  
 

E-mail: Francis.Nier@univ-rennes1.fr  
 

Description of the topic of the session:


Various models and numerical methods have been used in the last twenty years to tackle the accurate description of transport phenomena in quantum electronic devices. This symposium will attempt to show a panel of the quantum models, the mathematical and numerical methods.
 

9) Title: "Structure-Preserving Algorithms for Differential Equations"

Organizer: Prof. Dr. Xinyuan Wu, Department of Mathematics, Nanjing University, 22 Hankou Road, Nanjing 210093, P.R. China  
 

E-mail: xywu@nju.edu.cn   
 

Description of the topic of the session:


In the past two decades, need for structure-preserving algorithms for special classes of problems arises in such fields of applied sciences as mechanics, astronomy, theoretical physics, molecular dynamics. The basic idea of structure-preserving algorithms is that numerical algorithms should conserve as much as possible the essential nature of the original systems. For Hamiltonian ODEs, symplectic integrators not only produce a better qualitative behaviour, but also allow for a more accurate long-time integration than general-purpose methods due to their preservation of geometric or physical properties of true flow. Multi-symplectic integrators conserve discrete version of the conservation of symplectic for Hamiltonian PDEs.

 

Structure-preserving algorithms for differential equations should be understood in a wide sense. Contributions to symplectic integrators for ordinary differential equations, multi-symplectic integrators for partial differential equations, structure-preserving integrators for perturbed oscillators, differential-algebraic equations and differential equations on manifolds as well as related numerical analysis are welcome.
 

10) Title: "Chaotic Dynamics of Ordinary and Partial Differential Equations"

Organizer: Prof. Dr. Nikolai Magnitskii, Head of Laboratory of Chaotic Dynamics, Institute for Systems Analysis of Russian Academy of Sciences, 9, Prospect 60-let Oktyabrya, Moscow 117312, Russia   
 

E-mail: nmag@isa.ru and mag@su29.ru
 

Description of the topic of the session:

 

Presence of dynamical or diffusion chaos is the main property of the majority of complex developing physical, chemical, biological and social systems and processes described by nonlinear systems of ordinary and partial differential equations.


The aim of the Session is to discuss last theoretical and numerical achievements received in this important and interesting direction of researches of nonlinear systems of differential equations.

Topics include (but not limited):
 

bullet

Chaotic dissipative systems of ODEs

bullet

Chaotic conservative systems of ODEs

bullet

Chaos in Hamiltonian systems of ODEs

bullet

Diffusion chaos in nonlinear PDEs systems

bullet

Turbulence

bullet

Chaotic systems of nonlinear time-delay differential equations

bullet

Quantum dynamical chaos

bullet

Chaos control

 

11) Title: "Modelling and Simulation in Ecology and Environmental Sciences"

Organizer: Professor Dr. Joachim Benz, Kassel University, Faculty of Ecological Agricultural Sciences (FB 11),
- AG Datenverarbeitung des Fachbereichs 11
- Modellierung und Simulation in der Ökologie
Nordbahnhofstr. 1a, D-37213 Witzenhausen, Germany, Phone: (+49)-5542-98-1560, Fax: (+49)-5542-98-1560
 
 

E-mail: benz@ecobas.org
 

URL of the Symposium: http://ecobas.org/www-server/icnaam/conference.html

 

Description of the topic of the session:

 

bullet

'Mathematical modelling and simulation',
- Which methods and tools we use in ecological modelling?
- Which high-quality numerical methods we use in simulation?
- How we check the numerical quality of simulation results?
 

bullet

'Documentation of mathematical models' and
- Standards and/or minimal requirements for model documentation
- Tools for model documentation
 

bullet

'Simulation using parallel processing methods'
 

12) Title: "Minisymposium on High-Performance Computing and Numerical Linear Algebra"

Organizer: Prof. Dr. Paolo Bientinesi, Aachen Institute for Advanced Study in Computational Engineering Science (AICES), RWTH Aachen, Schinkelstrasse 2, 52056 Aachen, GERMANY, phone: +49 241 8099134, fax: +49 241 80628498  
 

E-mail: paper-submission@aices.rwth-aachen.de 

 

URL address for the Minisymposium: http://www.cs.utexas.edu/users/pauldj/ICNAAM/icnaam.html
 

Description of the topic of the session:

 

The symposium aims at bringing together scientists and engineers from academia, research laboratories, and industry, to present results of the latest studies in the areas of High-Performance Computing and Numerical Linear Algebra. Short papers are solicited on all aspects of research, development, and application in the following topics:

 

bullet

Programming models, tools and environments for high-performance scientific computations.

bullet

Parallelism: multithreading, multicore and multiprocessor systems; clusters, Cloud computing, supercomputers.

bullet

Computational accelerators: GPUs, Cell processors.

bullet

Autotuning & performance tuning tools.

bullet

Performance analysis, modeling and prediction.

bullet

Fast matrix computations.

bullet

Eigenvalue and eigenvector computation.

bullet

Direct and iterative methods for large sparse linear systems.

bullet

Effect of round-off errors.
 

13) Title: "Validated Computations and Computer-Assisted Proofs"

Organizer: Prof. Dr. Michael Plum, Institut für Analysis, Universität Karlsruhe, Englerstrasse 2, D-76128 Karlsruhe, Tel: 0721/608-2617, Fax: 0721/608-6530 and Prof. Dr. Kaori Nagatou, Faculty of Mathematics, Kyushu University, 6-10-1 Hakozaki, Higashi-ku, Fukuoka, 812-8581, JAPAN and PRESTO, Japan Science and Technology Agency, Tel & Fax: +81-92-642-2750.

 

E-mail: michael.plum@math.uni-karlsruhe.de and nagatou@math.kyushu-u.ac.jp
 

URL address: http://www2.math.kyushu-u.ac.jp/~nagatou/ICNAAM2009/

 

Description of the topic of the session:

 

Many problems in analysis and other mathematical areas allow very stable numerical computations of approximate solutions, but are lacking rigorous mathematical results about existence, multiplicity and qualitative or quantitative properties of true solutions. In the field of "validated computing" or "computer-assisted proofs", one exploits the knowledge of a "good" numerical approximation to obtain rigorous and provably correct statements about true solutions, using analytical support in form of fixed-point formulations, variational characterizations, degree theory, etc. Various problems from different mathematical fields, where purely "theoretical" means had failed, have been solved by such computer-assisted methods in recent years. In the minisymposium, we will mainly concentrate on computer-assisted proofs for problems involving (partial) differential equations and dynamical systems. We will invite speakers with internationally recognized experience in developing such methods and applying them to various problems e.g. from mathematical physics. We will also include a few speakers working on methods for validated computations for finite dimensional problems, since such methods often play an important role as a part of computer-assisted proofs for differential equation problems.
 

14) Title: "Optimal Control, Functional Analysis and Economic Theory"

Organizer: Prof. Dr. Nobusumi Sagara, Faculty of Economics, Hosei University, 4342, Aihara, Machida, Tokyo 194-0298, Japan, Tel: 81-42-783-2556; Fax: 81-42-783-2611

 

E-mail: nsagara@hosei.ac.jp 
 

Description of the topic of the session:

 

Optimal control theory is a fundamental tool in dynamic optimization and it exploits a rich variety of profound results in functional analysis, partial differential equations, dynamical systems and other fields of mathematics. Mathematical methods in optimal control theory are so general that it has a wide range of applications not only in engineering, physics, chemistry and biology, but also in operations research, economics, game theory and mathematical finance. The purpose of this symposium is to bring together mathematicians, engineers, economists and practicians from a variety of related disciplines, who are at the forefront of their research fields, to exchange ideas and present original research in the areas of optimal control, with particular interests in the following topics, but not limited to:

 

bullet

Viscosity solutions of HJB equation

bullet

Nonsmooth maximum principle

bullet

Variational analysis in Sobolev spaces

bullet

Differential inclusions

bullet

Stochastic optimal control

bullet

Dynamic programming

bullet

Computation, approximation and algorithm

bullet

Differential games

bullet

Exhaustive resource allocation

bullet

Optimal economic growth

bullet

Macroeconomic dynamics

bullet

Finance and asset pricing

 

15) Title: "Industrial Organization and Game Theory"

Organizer: Prof. Dr. Fernanda A. Ferreira and Prof. Dr. Flávio Ferreira, School of Management and Industrial Studies, Porto Polytechnic Institute, Mathematics Department, Rua D. Sancho I, 981, 4480-876 Vila do Conde, Portugal

 

E-mail: fernandaamelia@eu.ipp.pt and flavioferreira@eu.ipp.pt
 

Description of the topic of the session:

 

The aim of the symposium is to bring together researchers with different backgrounds and interests in all aspects of Game Theory, its applications in Industrial Organization, and its practice, in order to further communication, collaboration, and exchange of new ideas.


The topics include, but are not limited to the following:

 

bullet

Game Theory and Management,

bullet

Dynamic games,

bullet

Stochastic games,

bullet

Network games,

bullet

Bargaining,

bullet

Coalition formation,

bullet

Cooperative games,

bullet

Differential games,

bullet

Learning,

bullet

Non-cooperative games,

bullet

Oligopoly games,

bullet

Voting and power indices

bullet

Applications of games in fields such as strategic management, marketing, operations management, public management, financial management, human resource, energy and resource management, and, in particular, industrial organization that investigates the outcomes of market structures in environments with prices or quantity competition, demand and costs uncertainty, product differentiation, R&D and innovation, international trade policies, and others

 

16) Title: "DAEs and their Applications"

Organizer: Prof. Dr. Laurent O. Jay, Department of Mathematics, 14 MacLean Hall, The University of Iowa, Iowa City, IA 52242-1419, USA, Tel: +1-319-335-0898, Fax: +1-319-335-0627

 

E-mail: ljay@math.uiowa.edu 
 

Description of the topic of the session:

 

After more than 30 years of investigations, the field of Differential-Algebraic Equations (DAEs) is still an exciting research area. The aim of this symposium is to bring together top-notch scientists with interests in the mathematical theories, numerical methods, and applications of DAEs. A non-exhaustive list of topics is:
 

bullet

differential equations on manifolds

bullet

geometric integration in mechanics

bullet

multibody dynamics

bullet

electrical circuits simulation

bullet

partial differential-algebraic equations (PDAEs)

bullet

(optimal) control of DAEs

bullet

software for DAEs

bullet

hybrid dynamical systems

 

17) Title: "Numerical Aspects in Mathematical Modelling"

Organizer: Prof. Dr. Vasile BERINDE, Director, Department of Mathematics and Computer Science, Faculty of Sciences North University of Baia Mare, Victoriei Nr. 76, 430122 Baia Mare ROMANIA, Tel. 0040-262-276059; Fax: 0040-262-275368  

 

E-mail: vberinde@ubm.ro and vasile_berinde@yahoo.com 
 

Description of the topic of the session:

 

The symposium aims to focus on some numerical analysis aspects of Mathematical Modelling: efficient constructive methods, convergence, stability, data dependence, rate of convergence, computational complexity etc.

 

18) Title: "Modeling, Simulation and Industrial Mathematics"

Organizers: Dr. Thomas Götz and Dr. Martin Bracke, Department of Mathematics, University of Kaiserslautern, PO.Box 3049, D-67653 Kaiserslautern, Germany, Phone: +49 631 205 - 4133, Fax: + 49 631 205 - 4986  

 

E-mail: goetz@mathematik.uni-kl.de and bracke@mathematik.uni-kl.de 
 

Description of the topic of the session:

 

Mathematical Models and Computer Simulations have a huge impact on modern technology and industrial processes. The aim of this minisymposium is to give insight to the recent development and application of mathematical models and simulations for industrial and technological processes. Topics that can be covered within the minisymposium can be:
 

bullet

Fluid-structure interaction and applications in polymer processing

bullet

PDE constraint optimization and applications to semi-conductors

bullet

Computational methods for dose calculation in radio-therapy

bullet

Image processing

bullet

Optimal control, etc.

 

19) Title: "The big challenge of gravitational waves, a new window into the Universe"

Organizers: Dr. Christian Corda, Editor in Chief of "The Open Astronomy Journal" of Bentham Science Publishers, Scientific Director of the Associazione, Scientifica Galileo Galilei, Via Pier Cironi 16, I-59100 Prato ITALY  

 

E-mail: cordac.galilei@gmail.com
 

Description of the topic of the session:

 

Recently, the data analysis of gravitational waves (GWs) detectors has been started and the scientific community aims at a first direct detection of GWs in next years. This will be a fundamental step in the ambitious project of performing a GWs astronomy. Strong and mysterious processes of the Universe, such as supernova explosions, catastrophic collisions, fusion of binary systems, rotation of pulsars, interaction of black-holes or the original big-bang generate gravitational waves. Thus, GWs are a potential way to obtain new important information on them. Such a observation will be important also for an understanding of the famous Dark Matter and Dark Energy. The aim of this Symposium is to obtain a tapestry of the present status of theory and experiments concerning GWs.

 

20) Title: "Numerical methods for stiff problems"

Organizers: Prof. Dr. Giovanni Russo, Department of Mathematics and Computer Science, University of Catania, Viale A. Doria 6, 55125 Catania, Italy. Tel: +39-095-7383039, fax:+39-095-330094   

 

E-mail: russo@dmi.unict.it   
 

Description of the topic of the session:

 

The goal of the minisymposium is give an overview of recent methods for the numerical treatment of stiff problems in ordinary and partial differential equations. Stiff problems arise in many contexts, and there is a vast literature of implicit schemes that are able to capture the solution of systems of differential equations, without fully resolve the smallest time scale of the problem. When a system comes from the discretization of an evolutionary partial differential equation, new interesting probelms arise. For exmple, the stiffnes of the problem may be space dependent, and standard discretization based on a method of line appeoach may become inefficient. In many cases, the stiffness may be expressed by a small parameter. Formal asymptotic of the original equation in the stiffness parameter gives an indication of the behavior of the equation for small values of such parameter. It is important that the numerical schemes are able to capture the asymptotic behavior of the solution. This is the case, for example, of singly perturbed problems. Finally, efficiency considerations and techniques to get a good initial guess for iterative solver in the implicit step can be also addressed.

 

21) Title: "Modeling and Simulation in Life Sciences and Drug Development"

Organizers: Dr. Gerd Rosenkranz, Scientific Officer Biostatistics/M&S, Novartis Pharma AG, Functions Scientific & Compliance Office, Forum 3-4.40, Novartis Campus, CH-4056 Basel, Phone: +41 61 324 3315, Fax: +41 61 324 1090   

 

E-mail: gerd.rosenkranz@novartis.com   
 

Description of the topic of the session:

 

This symposium intends to exemplify the role of modeling and simulation methods in the life sciences. Like in other areas where mathematical modeling techniques are applied, the basic objective is to quantitatively formalize important aspects of a system to better understand its behaviour under changes of certain characteristics or parameters. Deterministic as well as stochastic approaches are applied in this field, and statistical models are used to obtain information from data in order to estimate relevant parameters. An aspect that goes beyond the fundamental understanding of biological processes is the practical application of modeling and simulation to the development of new medicines which will also be covered in the session.

 

22) Title: "Genetic Algorithms and Evolutionary Computation"

Organizers: Prof. Dr. Witold Kosiński, Polish-Japanese Institute of Information Technology, ul. Koszykowa 86, 02-008 Warszawa, Poland and Dr. Stefan Kotowski, ph. +48-22-5844-513, fax:+48-22-5844-501, and Skype Id: wit.kosinski   

 

E-mail: wkos@pjwstk.edu.pl and skot@pjwstk.edu.pl
 

Description of the topic of the session:

 

The aim of this Mini-symposium is to bring researchers, developers, practitioners, and users to present their latest research, results, and ideas in the areas of Genetic Algorithms (GA) and Evolutionary Computation (EC). After more than 40 years of development of Evolutionary Computation the theoretical background and results are rather unsatisfying. We hope that theory and successful applications will be presented at this Mini-symposium and will be of interest to researchers and practitioners who want to know about both theoretical advances and latest applied developments in Genetic Algorithms and Evolutionary Computation . As such, the Mini-Symposium will provide a forum for the exchange of ideas between theoreticians and practitioners to address the important issues. Papers related to theories, methodologies, and applications in science and technology in this theme are especially solicited. Topics covering industrial issues/applications and academic research are included, but not limited to:

 

bullet

Evolutionary Computation

bullet

Genetic Algorithms

bullet

Artificial Immune Systems

bullet

Ant Systems in Application

bullet

Evolutionary strategies

bullet

Evolutionary programming

bullet

Genetic programming

bullet

Reinforcement learning

bullet

Coevolutionary algorithms

bullet

Applications of EC in Bioinformatics

bullet

Hybrid Intelligent Systems
 

23) Title: "Automated Computing"

Organizers: Dr. A. Logg, Center for Biomedical Computing, Simula Research Laboratory, P.O. Box 134, 1325 Lysaker, Norway

 

E-mail: logg@simula.no  
 

Description of the topic of the session:

 

The writing of scientific software is often both tedious and error-prone, leading to long development cycles and unreliable software. To further complicate matters, development of efficient scientific software requires specialization, both to the hardware and the application at hand. However, manual labor may in many cases be replaced by automated code generation, ultimately leading to automated development of efficient scientific software. Current examples include automated generation of libraries for signal processing (SPIRAL) and linear algebra (FLAME, ATLAS), as well as generation of application-specific code for the solution of partial differential equations (FEniCS).

This symposium aims at bringing together experts on all aspects of automated computing, including, but not limited to:

 

bullet

Automated code generation

bullet

Automated empirical optimization

bullet

Automated model reduction

bullet

Automated code verification

bullet

Domain-specific languages and compilers

bullet

Code-generation interfaces

 

24) Title: "Modelling Complex Microstructures: Materials Behavior below the Scale of the Representative Volume Element"

Organizers: Prof. Dr. Michael Zaiser, Professor of Mechanics of Materials, The University of Edinburgh, School of Engineering, Institute for Materials and Processes, The Kings Buildings, Sanderson Building, Edinburgh EH11DT, United Kingdom and Adjunct Professor of Physics, Michigan Technological University, Physics Department, 118 Fisher Hall, 1400 Townsend Drive, Houghton (MI) 49931-1295, USA and Dr. Thomas Hochrainer, Fraunhofer Institut fuer Werkstoffmechanik IWM, Woehlerstr. 11, 79108 Freiburg, Germany and Institut fuer Zuverlaessigkeit von Bauteilen und Systemen, Universitaet Karlsruhe (TH), Kaiserstr. 12, 76131 Karlsruhe, Germany

 

E-mail: M.Zaiser@ed.ac.uk, thomas.hochrainer@iwm.fhg.de
 

Description of the topic of the session:

 

Modelling of heterogeneous materials is traditionally approached from the point of view of homogenization and effective materials properties. When approaching small system sizes, however, classical volume averaging techniques are challenged in two ways: 1. microstructural elements (e.g dislocations or polymer chains) are extended geometric objects. Averaged descriptions of the defect state therefore require advanced geometrical techniques in conjunction with statistical averaging. 2. In many situations the response of materials is controlled by fluctuations. The latter is obvious with regard to small systems common in modern micro- and nanotechnologies, where component sizes may well fall well below the scale of the 'representative volume element' (RVE) of traditional homogenization theory. Other examples include transport phenomena where collective processes may lead to fluctuations with macroscopic correlation length, or failure processes where extreme fluctuations may govern the macroscopic sample behaviour. The Symposium will gather mathematicians and researchers working in computational materials science and mechanics of materials. Covered topics include:

 

bullet

Statistical theories of deformation and failure of heterogeneous materials

bullet

Application of statistical geometry to materials science

bullet

Stochastic finite elements

bullet

Theory and numerics of collective dynamics of defects in materials

bullet

Fluctuations in collective transport phenomena

bullet

Extreme events in complex systems: Applications to materials failure
 

25) Title: "The Applications of Fractal Theory in Data Processing"

Organizers: Dr. Maaruf Ali AKC BEng(Hons) PgCTHE PhD CEng MIEE SMIEEE FHEA(UK), Senior Lecturer in Telecommunications Engineering & Media Technology, Department of Computing and Electronics, School of Technology, Oxford Brookes University, Wheatley Campus, Wheatley, Oxfordshire, OX33 1HX, United Kingdom, Tel: +44 (0)1865 483446, Fax: +44 (0)1865 483637

 

E-mail: mali@brookes.ac.uk    
 

Description of the topic of the session:

 

This symposium will cover the application of fractal mathematics to process data and signals. The topics covered include but is not limited to:

 

bullet

Fractal Image Compression and Decompression Techniques,

bullet

Still and Motion Image Compression Algorithms

bullet

Fractal Dimension Analysis, Image Processing Techniques

bullet

Fractal Analysis of Telecommunication and Internet Traffic

 

26) Title: "High order finite difference schemes for partial differential equations"

Organizers: Prof. Dr. Murli Gupta, Professor of Mathematics, George Washington University, 2115 G Street, NW (Monroe 221), Washington, DC 20052, USA

 

E-mail: mmg@gwu.edu     
 

Description of the topic of the session:

 

 This symposium will bring together a number of researchers from all over the world who have been working on the development and testing of high order finite difference schemes for a variety of partial differential equations, with applications including problems of viscous fluid flows.

 

27) Title: "Recent advances in the numerics of delay differential equations"

Organizers: Professor Alfredo Bellen, Dipartimento di Matematica e Informatica, Universita' degli Studi di Trieste - Italy and Professor Nicola Guglielmi, Dipartimento di Matematica Pura ed Applicata, Universita' degli Studi di L' Aquila - Italy

 

E-mail: bellen@units.it and guglielm@univaq.it
 

Description of the topic of the session:

 

Delay differential equations form a wide class of evolution equations modeling many phenomena in applied sciences.
The symposium will be directed to some recent issues concerning numerical methods for delay differential equations and more general functional equations.


Since efficient codes for their numerical integration need specific approaches designed according to the nature of the equation and the behaviour of the solution, different problems and methods will be addressed. In particular state dependent problems and differential algebraic problems will be treated as well as a novel class of methods which tries to unify a general approach inspired by Runge-Kutta methods.


Finally some talks will address specific problems such as population dynamics models which are described by delay differential equations and the relative numerical aspects.

28) Title: "Advances in Turbulence Modeling"

Organizers: Dr. Marcel ILIE, University of California, San Diego (UCSD), Department of Mechanical and Aerospace Engineering, 9500 Gilman Drive # 0411, La Jolla, CA, 92093, USA, Phone: (858) 534-1466, Fax: (858) 534-7078

 

E-mail: milie@ucsd.edu 
 

Description of the topic of the session:

 

The Symposium on “Advances in Turbulence Modeling”, organized by the 7th International Conference of Numerical Analysis and Applied Mathematics (ICNAAM), provides an opportunity for scientists and engineers to present recent advances and to discuss current problems, future needs and prospects in the area of turbulence modeling.


The Symposium on “Advances in Turbulence Modeling” solicits papers covering all aspects of turbulence modeling. Of particular interest are papers dealing with interdisciplinary topics in which turbulence plays a predominant role. Also considered will be state of the art applications that significantly challenge current Computational Fluid Dynamics (CFD) capabilities and give insight to algorithms and methodology characteristics. The major emphasis of the symposium will be on new or improved algorithms and implementations for the computational analysis of fluid dynamics problems.

Technical topics and categories include but are not limited to:

 

bullet

Reynolds-averaged Navier-Stokes simulation (RANS)

bullet

Large-eddy simulation (LES)

bullet

Approaches to make turbulence simulations more efficient including:

  1. More accurate numerical methods

  2. Boundary conditions that reduce the required computational domain\

  3. Algorithms which enable coupling or blending of more than one type of Simulation (e.g., Hybrid RANS/LES)

  4. Better performance on serial and parallel architecture

  5. Adaptive mesh refinement          

bullet

Instability and transition to turbulence

bullet

Modeling and simulation of complex flows

bullet

Turbulence and separation control

bullet

Turbulence in reacting and multiphase systems

bullet

Noise generation and fluid-structure interactions

bullet

Biological, biomedical and clinical flows

bullet

Environmental and geophysical turbulence

 

29) Title: "Numerical methods for time-dependent PDEs"

Organizers: Dr. Philipp Birken, University of Kassel, Department of Mathematics and Prof. Dr. Andreas Meister, University of Kassel, Department of Mathematics

 

E-mail: birken@mathematik.uni-kassel.de and meister@mathematik.uni-kassel.de
 

Description of the topic of the session:

 

This minisymposium aims at discussing current trends for the numerical solution of time-dependent PDEs. This includes instationary problems, time marching schemes for the computation of steady states, partial differential algebraic equations, as well as time dependent coupled PDEs. Hereby, both the aspect of time integration and, with a special emphasis on implicit methods, the solution methods in the case of implicit time integration for the appearing linear and nonlinear systems are considered.

 

30) Title: "Physical Properties Preserving Numerical Schemes for Differential Equations"

Organizers: Professor Dr. Jean M-S Lubuma, Department of Mathematics and Applied Mathematics, University of Pretoria, Pretoria 0002, South Africa, Fax +27-12-4203893; Tel +27-12-4202222

 

E-mail: jean.lubuma@up.ac.za 
 

Description of the topic of the session:

 

Differential equations that model real-life problems in science and engineering enjoy essential physical properties such as the following:

 

bullet

Stability of fixed-points, attracting sets, limit cycles, dissipativity, etc. for dynamical systems;

bullet

Monotonicity, oscillations, positivity and boundedness of solutions in mathematical biology for instance;

bullet

Conservation of laws.
 

The symposium is devoted to the design, analysis and implementation of numerical methods which, apart from being convergent, replicate essential physical properties of the involved problems. In particular, contributions related to the non-standard finite difference method that has shown great potential in this regard are welcome.
 

31) Title: "Nonlinear waves and singularities in optics, hydrodynamics and plasmas"

Organizers: Prof. Dr. Ildar Gabitov, Department of Mathematics, University of Arizona, and Prof. Dr. Pavel M. Lushnikov, Department of Mathematics and Statistics, University of New Mexico

 

E-mail: ildar.gabitov@gmail.com, plushnik [---a- -t--] math.unm.edu 

 

Description of the topic of the session:

 

Progress in the development of new tools for modern applied mathematics resulted in a better understanding in science of nonlinear waves in various fields of nonlinear optics, hydrodynamics, and plasmas. The universality of the equations describing wave processes is one of the most important components of this success. Nonlinear Schroedinger equation is among best illustrations of successful application of applied mathematics as a tool to analyze various nonlinear phenomena ranging from optical communications to ocean waves. Solutions of nonlinear equations usually results in formation of singularities, coherent structures or solitary waves. Examples of the corresponding phenomena can be observed in filamentation of laser beams in nonlinear media, wave
breaking in hydrodynamics, collapse, and Langmuir waves in plasmas. New challenges include description of nonlinear optical phenomena in negative-refractive-index metamaterials, which are artificial nano-composites materials that show great promise for opening the new avenues in manipulating light. Light propagating through them could exhibit extraordinary properties and brings a wealth of novel phenomena to nonlinear optics. The symposium will bring together the leading scientists in these fields combining theoretical and experimental studies.

 

32) Title: "Digraphs"

Organizers: Prof. Dr. Vojislav Petrovic, Department of Mathematics and Informatics, University of Novi Sad, Trg D. Obradovica 4, 21000 Novi Sad, Serbia, Tel. +381 64 287 3 110.

 

E-mail: vojpet@im.ns.ac.yu

 

Description of the topic of the session:

 

The theory of digraphs had rapid development during last 3-4 decades. Numerous results have been published in more than 3000 papers. Such an extensive research was initiated by both theoretical and practical reasons. The theoretical results were to enrich the graph theory in general. On the other hand, the value of algorithms is not only theoretical. It is also practical for various occasions for applications.
The aim of this Symposium is to present results, methods and techniques of particular branches of the theory of digraphs. The list of topics, though not exhaustive, is the following:

 

bullet

scores (lists, sets, frequencies etc.)

bullet

paths and cycles

bullet

orientations of graphs

bullet

tournaments

bullet

generalizations of tournaments (semicomplete digraphs, multipartite tournaments, hypertournaments)

bullet

flows in networks

bullet

algorithms
 

33) Title: "Modeling of Materials and Simulation of Flows in Polymer and Food Process Engineering"

Organizers: PD Dr. Marco Dressler, Swiss Federal Institute of Technology (ETH), Laboratory of Food Process Engineering, ETH-Zentrum, LFO E29, CH-8092 Zürich, Tel.: +41 44 632 53 40

 

E-mail: marco.dressler@ilw.agrl.ethz.ch 

 

Description of the topic of the session:

 

The understanding of flows in polymer and food process engineering is of scientific interest and industrial relevance. Mathematical challenges are the derivation, the formulation, and the numerical analysis of dynamic equations that take into account mechanical, thermodynamic, and physico-chemical characteristics of complex or functional materials.

Symposium contributions can focus, e.g., on the applied mathematics and numerical analysis of PDE's for complex or functional materials. Furthermore, they can treat of mathematical challenges related to discretization techniques, stability criteria, or implementation methodologies of PDE's. The analysis of benchmark problems in engineering, of applications in material science, and of manufacturing unit operations is welcome.

Applied mathematicians, physicists, and engineers working in the area of fluid or solid mechanics of complex and functional materials are encouraged to submit conference contributions.

 

 Topics

 

bullet

Viscoelasticity, viscoplasticity, thixotropy

bullet

Microstructure-rheology relationships

bullet

Non-Newtonian fluid mechanics

bullet

Rheological constitutive equations

bullet

Material instabilities, transition to turbulence

bullet

Polymer melts, polymer blends, liquid crystals

bullet

Emulsions, suspensions

bullet

Rheometry

bullet

Extrusion, fiber spinning, film blowing

bullet

Food processing
 

34) Title: "Numerical methods for the simulation of polymeric fluids"

Organizers: Dr. Tony LELIEVRE, ENPC, CERMICS, Molecular and Multiscale Simulation, CERMICS - ENPC, 6 et 8 avenue Blaise Pascal, Cité Descartes - Champs sur Marne, 77455 Marne la Vallée Cedex 2, France

 

E-mail: lelievre@cermics.enpc.fr  

 

Description of the topic of the session:

 

The aim of this minisymposium is to highlight some recent contributions to the field of numerical methods for the simulation of polymeric fluid flows. Modeling questions, numerical questions (discussion of appropriate discretization schemes) and theoretical questions (e.g. well posedness of various models) are expected to be addressed.
 

 

35) Title: "Homogenization, Fluid Dynamics and Porous Media"

Organizers: Prof. Dr. M. Lazar (University of Dubrovnik, Croatia) and Prof. Dr. A. Mikelic (Universite Lyon 1, France)

 

E-mail: Andro.Mikelic@univ-lyon1.fr, amikelic@free.fr, mlazar@unidu.hr

 

Description of the topic of the session:

 

The aim of the minisymposium is to bring together experts on the above topics, both applied mathematicians and scientists and engineers applying mathematics. The participants will have the opportunity to deliver and attend talks on new theoretical results, accompanied by (numerical) models and applications to different fields (material science, mathematical physiology and biology, mathematical physics, oceanography and meteorology, etc.).
Besides presentation of recent progress in the area, the minisymposium provides a framework to exchange ideas, discuss concepts and open questions, as well as to initiate possible connections between various disciplines and innovative mathematical tools.

A non-exhaustive list of topics includes:

 

bullet

multiphase flow

bullet

petroleum exploration

bullet

nuclear waste storage

bullet

composite materials

bullet

upscaling

bullet

H-measures and variants

bullet

advection-diffusion problem

bullet

heat and mass transfer

bullet

diffusion processes

bullet

poroelasticity
 

36) Title: "Modelling and Simulation of Thin-film Flow and Droplet Motion Involving Micro- and Nano-scale Features"

Organizers: Dr. Yeaw Chu Lee, School of Mechanical Engineering, The University of Leeds, Leeds, LS2 9JT, United Kingdom

 

E-mail: y.c.lee@leeds.ac.uk  

 

Description of the topic of the session:

 

Considerable attention has been focussed recently on the modelling of micro- and nano-scale flows to provide novel solutions to many difficult engineering related problems and those observed in nature. Notably, fluid flow interactions at these small-scales can have a significant impact on the overall large-scale functional characteristics. in particular, the presence of small-scale features influence considerably the local flow phenomena where interfacial tension, viscous and free-surface effects play a major role in controlling flow behaviour. A better fundamental understanding of these properties and how they can be harnessed/controlled is essential. Their impact in relation to potential savings in resources and manufacturing cost in the industrial sector have yet to be fully realised; their use in relation to forming novel functional coatiings for applications in the process engineering, transport, environmental science and micro-electronics fields is at an early stage. The aim of the Mini-Symposium is to provide a forum, bringing together researchers, scholars and experts, to review recent advances, theoretical and computational, concerning the analysis of the fluid dynamics of micro- and nano-scale flow phenomena. The topics covered include, but are not limited to:

 

bullet

gas microflows

bullet

liquid microflows

bullet

microfluidics

bullet

flow in thin films

bullet

drop, bubbles and multiphase flows

bullet

stirring and micromixing

bullet

bifurcation and instability

bullet

microflows in bioengineering and biofluidics

bullet

coating

bullet

fluid-structure interaction

bullet

porous media

bullet

flow control

bullet

lubrication
 

37) Title: "Viscous fluid mechanics and rheology. Mathematical aspects"

Organizers: Prof. Dr. Ioan Stan, "Babes-Bolyai" University, Cluj-Napoca, Romania, and Dr. C. I. Gheorghiu, "T. Popoviciu" Institute of Numerical Analysis, Cluj-Napoca, Romania; http://www.ictp.acad.ro 

 

E-mail: ghcalin@ictp.acad.ro

 

Description of the topic of the session:

 

The symposium will focus on the numerical methods as well as on the functional (operatorial) methods used in the study of a large variety of models encountered in viscous fluid dynamics and rheology.
The topics covered include, but are not limited to: multiple phase flows (thin films, drops, bubbles), stability and transition, waves, boundary layers, etc. The numerical methods include:

 

bullet

finite difference methods;

bullet

spectral methods;

bullet

finite elements and finite volumes;

bullet

boundary element methods;

bullet

domain decomposition methods;
 

38) Title: "Numerical methods for solving of nonlinear functional equations and optimization problems"

Organizers: Prof. Dr. Stepan Shakhno, Department of Numerical Mathematics, Faculty of Applied Mathematics and Informatics, Ivan Franko National University of L’viv, Universitetska Str., 1, 79000 L’viv, Ukraine  

 

E-mail: shakhno@is.lviv.ua, s_shakhno@franko.lviv.ua

 

Description of the topic of the session:

 

In describing of many natural phenomena and technological processes it is used the nonlinear models, in form of nonlinear equations, nonlinear value problems, optimization problems, including nonlinear least squares problems. They can be solved only by iterative methods. The modern theory of solving the nonlinear problems investigates new approaches and methods that improve the properties of classical methods and extend the area of their application in practice. At the symposium the following topics will be discussed:

 

bullet

iterative methods for solving nonlinear functional equations;.

bullet

numerical methods for solving nonlinear value problems for ODEs and PDEs

bullet

iterative methods for optimization problems;

bullet

numerical methods for solving nonlinear least squares problems.

 

39) Title: "Three-dimensional numerical solvers for Navier-Stokes equations, non-linear Schroedinger and Gross-Pitaevskii equations using high-order methods"

Organizers: Prof. Dr. Ionut DANAILA, Laboratoire Jacques-Louis Lions, Universitι Pierre et Marie Curie (Paris 6), 175 rue du Chevaleret, 75013 Paris,France. http://www.ann.jussieu.fr/~danaila
  

E-mail: danaila@ann.jussieu.fr

 

Description of the topic of the session:

 

Surprising though it may be, there exists few 3D numerical codes for the study of the physics governed by non-linear Schroedinger-type equations, as the Gross-Pitaevskii equation. The latter equation describes the dynamics and vortex equilibrium states in a Bose-Einstein condensate, which is a very hot topic of modern physics. On the other hand, 3D numerical codes are very frequent when dealing with Navier-Stokes equations describing classical fluid flows.

The idea of this Symposium is to discuss in parallel high-order methods used to simulate 3D classical fluids (Navier-Stokes) and super-fluids (non-linear Schroedinger). The transfer of knowledge from one field to another could benefit
to both communities. The presentations will mainly, but not exclusively, focus on:

 
bullet

high-order methods (spectral, finite-differences, finite-elements, etc) and their 3D extensions;

bullet

mathematical difficulties to transfer numerical methods from fluids to superfluids;

bullet

physical and mathematical analogies between classical fluids and superfluids (application to vortex flows, turbulence, etc);

bullet

fast 3D solvers and their implementation using high-level programming languages.
 

The Symposium will bring together scientists from different communities (mathematics, quantum physics, fluid dynamics, etc) having experience in 3D numerical simulations of fluids or superfluids.
 

40) Title: "PDEs: solutions and asymptotics"

Organizers: Prof. Dr. Pavel Krutitskii, Keldysh Institute for Applied Mathematics of Russian Academy of Sciences, Department 4, Miusskaya Sq. 4, Moscow 125047, Russia
  

E-mail: biem@mail.ru 

 

Description of the topic of the session:

 

The symposium is devoted to constructive methods of analysis of PDEs with applications to physics,
mechanics, engineering. Constructive methods enables us either to find a solution or to find approximate solution and to study its behaviour. Constructive methods include integral equation method, asymptotic methods, functional analytic method, methods for finding explicit solutions, separation of variables, Fourier method, integral transforms, etc. Numerical methods based on these constructive methods will be discussed as well. Applications include acoustic scattering, electromagnetics, fluid dynamics, elasticity, thermodynamics, and others.

Topics of the Symposium include:

 
bullet

Boundary value problems for PDEs and initial value problems for PDEs

bullet

Integral equation methods

bullet

Asymptotic methods

bullet

Functional analytic methods

bullet

Construction of explicit solutions

bullet

Analysis of singularities of solutions

bullet

Applications to physics, mechanics, engineering
 

 

41) Title: "Mathematical Methods in Biophysics and Genomics"

Organizers: Prof. Julie C Mitchell, Departments of Mathematics and Biochemistry, University of Wisconsin Madison, Madison WI 53703 USA and Prof. Stefanella Boatto, Departamento de Matmeatica Aplicada, Instituto de Matematica, Universidade Federal do Rio de Janeiro, Rio de Janeiro, BRAZIL
  

E-mail: jcmitchell@wisc.edu and lella@im.ufrj.br

 

Description of the topic of the session:

 

Quantitative methods can offer important insights into the study of biological systems. The goal of the minisymposium is to present a broad spectrum of mathematical approaches and applications, working across scales in biology. Some possible topics include:

 

bullet

Protein interactions and design

bullet

Biochemical network dynamics

bullet

Circulation and blood flow

bullet

Cancer and stem cells

bullet

Bacterial swarming and chemotaxis

bullet

Gene regulatory networks

bullet

Evolutionary dynamics

bullet

Epidemiological models

 

42) Title: "Geometric Design Methods in Interdisciplinary Mathematics"

Organizers: Prof. Dr. Marco Paluszny, Escuela de Matematicas, Facultad de Ciencias, Universidad Nacional de Colombia, Sede Medellin, Calle 59A, 63-20, Bloque 43. Medellin, Antioquia, Colombia
  

E-mail: mpalusznyk@unalmed.edu.co, marcopaluszny@gmail.com

 

Description of the topic of the session:

 

The symposium will focus on geometric methods for interdisciplinary problems. CAGD methods have been developing for over twenty years and there is a very good opportunity for real world problems, beyond its main drive which is in mechanical engineering and design. The topics covered include, but are not limited to:

bullet

novel methods to control path and tubular splines

bullet

splines constructed with ruled and developable surfaces

bullet

approximation and meshing of path like regions

bullet

texture modeling on ruled splines and transfer of volume information as texture

bullet

flattening of surface splines.
 

We welcome applications and reports of software development in medical, architectural, molecular modeling and geographical information systems as well as others related to the above topics.
A non exhaustive list of technical issues we are interested in is:

bullet

simplified special case algorithms for the isometric application of developable surfaces onto plane regions

bullet

easily controllable algebraic surfaces of low degree for modeling tubular splines

bullet

property mapping such as charge and spin density as textures on geometrically described molecular surfaces

bullet

higher dimensional geometry to control shape of envelopes of quadratic/cubic families of conics in 2D and quadrics in 3D.

bullet

conformal coordinates for 2D regions.

 

43) Title: "Optimal Control of Partial Differential Equations"

Organizers: Prof. Dr. Eduardo Casas, Dept. Matematica Aplicada y Ciencias de la Computacion, Universidad de Cantabria, Av. Los Castros S/N, 39005 Santander (Spain), Phone: +34 942 201005, Fax: +34 942 201070
  

E-mail: eduardo.casas@unican.es 

 

Description of the topic of the session:

 

Recent results and new trends in the field of Optimal Control Theory of problems governed by partial differential equations as well as their applications will be discussed in this symposium. The main topics to be considered in the talks are

 

bullet

First and second order optimality conditions.

bullet

Numerical analysis: convergence of the approximations, error estimates.

bullet

Computational algorithms.

bullet

Applications

 

44) Title: "Geometric numerical integration of dynamical systems"

Organizers: Prof. Dr. Yifa Tang, State Key Laboratory of Scientific and Engineering Computing, Academy of Mathematics & Systems Science, Chinese Academy of Sciences, No. 55, East Road, Zhongguancun, P.O. Box 2719, Beijing 100190, People’s Republic of China http://www.cc.ac.cn/staff/tyf.html 
  

E-mail: tyf@lsec.cc.ac.cn, lianpoweilao@gmail.com

 

Description of the topic of the session:

 

We will discuss new advances in geometric numerical integration of dynamical systems with applications

 

45) Title: "Taylor Model Methods and Applications"

Organizers: PD Dr. Markus Neher, Institute for Applied and Numerical Mathematics, Universitat Karlsruhe (TH), Research University - founded 1825, 76128 Karlsruhe, Germany, Phone: +49 (721) 608-2682, Fax: +49 (721) 608-3767 
  

E-mail: markus.neher@math.uni-karlsruhe.de

 

Description of the topic of the session:

 

Taylor models have been developed as a symbiosis of a computer algebra method and interval arithmetic by M. Berz and his group since the 1990s. A Taylor model of a function f on some interval X consists of the Taylor polynomial pn of order n of f and an interval remainder term In, which encloses the approximation error |f-pn| on X. In computations that involve f, the function is then replaced by pn+In. The polynomial part is propagated by symbolic calculations, whereas the interval remainder term encloses all truncation and roundoff errors that appear in the computation. Software implementations of Taylor models have been applied to a variety of problems, such as global optimization problems, validated multidimensional integration, or the solution of ODEs and DAEs.

The minisymposium deals with the presentation and discussion of recent advances in Taylor model methods and interval methods for various applications.
 

 

46) Title: "Workshop on MAPLE©"

Organizers: Prof. Dr. MOHAMMAD SIDDIQUE, Department of Mathematics and Computer Science, Fayetteville State University, 1200 Murchison Road, Fayetteville, NC. 28301, USA,

http://faculty.uncfsu.edu/msiddiqu/Conferences/Minisymposium.doc   
  

E-mail: msiddiqu@uncfsu.edu 

 

Description of the topic of the session:

 

Maple is a package of software tools which contains a graphic tool, a computation tool, a Programming tool and a spreadsheet. Maple is an advanced mathematics and computer algebra software package for solving mathematical problems. The aim of this Workshop is to introduce the powerful symbolic algebra computer software MAPLE. MAPLE is widely used by engineers, scientists, and mathematicians for solving a variety of mathematical problems. Students have found MAPLE invaluable in supporting a number of their upper division courses in Engineering and the Sciences. The Workshop will introduce audience to MAPLE as a symbolic algebra package, showing how it can solve and simplify complicated algebraic expressions. Applications of MAPLE for differentiation, integration, linear algebra, differential equations, partial differential equations and graphing (2 and 3-D) will be demonstrated. Applications of MAPLE for complex problems will also be presented.
Sample Labs include:

 

bullet

Introduction to Maple

bullet

Functions and Plots

bullet

Parametric Curves

bullet

Vector Fields

bullet

Parametric Surfaces

bullet

Spacecurves

bullet

Animation

bullet

Linear Algebra with Maple

bullet

Differential Equations with Maple

bullet

Partial Differential Equations with Maple
 

 

47) Title: "Numerical Methods for Computation of Fluid Flows"

Organizers: Prof. Dr. M.K. Banda, School of Computational and Applied Mathematics, University of the Witwatersrand, Private Bag 3, Wits 2050, SOUTH AFRICA  
  

E-mail: mapundi.banda@wits.ac.za

 

Description of the topic of the session:

 

The scientific computation of fluid flows is essential for understanding basic non-linear phenomena involved in fluid flow modelling in science and engineering. Fluid flow models contain some of the most challenging non-linear partial differential equations posing problems for computations. This symposium addresses modern developments in the core computational issues of accurate, stable and efficient numerical methods. Development of algorithms and their verification as well as validation will be addressed. Applications will include complex flow models like the ones that appear in industrial and geophysical flows, free surface flows, fluid-structure interaction, astrophysical flows, magnetohydrodynamics, flow with stochastic effects, and flow through networked topology.

 

48) Title: "Numerical Optimization"

Organizers: Prof. Dr. Ana Isabel Pereira, Polytechnic Institute of Braganca, Instituto Politecnico de Braganca, Escola Superior de Tecnologia e Gestao - Gabinete 54, 5301-857 Braganca - Portugal and Prof. Dr. M. Fernanda P. Costa, University of Minho, Department of Mathematics for Science and Technology, University of Minho, Campus de Azurem, 4800-058 Guimaraes, Portugal  
  

E-mail: apereira@ipb.pt and mfc@mct.uminho.pt

 

Description of the topic of the session:

 

Numerical Optimization Session emphasizes modeling, theory and study of numerical algorithms for optimization. Optimization is an important tool in decision science and in the analysis of physical systems. Because of the wide and growing use of optimization in science, engineering, economics, finance and industry, it is important to develop an understanding of optimization algorithms. Knowledge of the capabilities and limitations of these algorithms leads to a better understanding of their impact on various applications, and points the way to future research on improving and extending optimization algorithms and software. Optimization holds an important place in the practical world and the scientific world.

 

49) Title: "Dynamics of mechanical systems with tribological contacts"

Organizers: Dr. Hartmut Hetzler, Institute of Engineering Mechanics (Institut fur Technische Mechanik), Universitat Karlsruhe (TH), KIT - Karlsruhe Institute of Technology in cooperation with Robert Bosch GmbH, Central Research
  

E-mail: hetzler@itm.uni-karlsruhe.de

 

Description of the topic of the session:

 

Although the research on mechanical systems with contacts has a long tradition, it still attracts the attention of scientist and still is a demanding issue for engineers. Furthermore, there is an increasing demand of incorporating tribological aspects of the contacts into the system examination as well.

This symposium adresses the broad range of contact problems, reaching from physical problems and modelling issues to appropriate solution techniques. Thus, it shall bring together researchers from different fields.

Scope:
 

bullet

physical phenomena

bullet

efficient modelling & solution techniques for coupled multi-field & multi-scale contact problems

bullet

dynamics & oscillation

Particular applications could address:
 

bullet

general dynamics of elastic systems with contacts

bullet

multibody systems with tribological contacts

bullet

bearing theory, rotor dynamics

bullet

self-excited vibrations (rotor dynamics, disc brake NVH, ...)

bullet

tribology of dry and lubricated surfaces

bullet

applied parallel computing and co-simulation
 

Further information: http://www.itm.uni-karlsruhe.de/itm/1822.php

 

50) Title: "Complementarity Problems"

Organizers: Prof. Dr. Florian A. Potra, Department of Mathematics and Statistics, University of Maryland Baltimore County, 1000 Hilltop Circle, Baltimore, MD 21250, USA, Phone: 410-455-2429, Fax: 410-455-1066
  

E-mail: potra@umbc.edu  

 

Description of the topic of the session:

 

A wide range of practical problems in the natural sciences, economics, and engineering are modeled as complementarity problems. Moreover, constrained optimization problems can be reduced to complementarity problems. The session will bring together researchers working on different aspects of linear and nonlinear complementarity problems. Both theoretical results and applications will be presented. The main topics of the session are related to interior point methods for solving complementarity problems, exceptional families of elements for general order complementarity problems, validation methods for nonlinear complementarity problems, and applications of complementarity problems for simulating multibody systems with contact and friction.

 

51) Title: "Shallow Water Flows: Numerical Methods and Applications"

Organizers: Dr. Jorge Balbas, Department of Mathematics, Cal State University, Northridge, CA 91330-8313, USA, web: www.csun.edu/~jb715473/
  

E-mail: jorge.balbas@csun.edu  

 

Description of the topic of the session: here

 

 

 

52) Title: "Mathematical modelling of extremes"

Organizers: Dr. Mark J. McGuinness, Reader, Applied Mathematics, School of Mathematics, Statistics and Computer Science, Te Kura Tatau, Victoria University of Wellington, PO Box 600, Wellington, New Zealand, http://msor.victoria.ac.nz/Main/MarkMcGuinness  
  

E-mail: Mark.McGuinness@vuw.ac.nz   

 

Description of the topic of the session:

 

The mathematics to be presented in this session is problem-driven. It covers a wide range of applications, methods and properties. The problems come from areas as diverse as industry, geophysics, biological sciences and finance. They often arise in mathematical study groups like the ESGI or MISG. A common theme is that numerical analysis is only possible after significant mathematical modelling work has been done.

We are considering papers on redox batteries, air elimination in milk, blowing of fuses, modelling kidneys, spin coating, volcanoes, furnaces and financial crises. All of these models involve extreme parameter values: pressure, temperature, size, speed, or viscosity. This kind of mathematical modelling can be extremely valuable to industry, reducing dependence on a trial and error experimental approach. Other papers are welcome, for example case studies from Industry.

 

53) Title: "Variational Inequalities and Equilibrium Problems: existence and duality theory and computation"

Organizers: Dr. Annamaria Barbagallo, Department of Mathematics and Computer Science, University of Catania, Viale Andrea Doria 6, 95125 Catania, Italy and Dr. Monica Milasi, Department of Mathematics, University of Messina, Contrada Papardo, salita Sperone 31, 98166 Messina, Italy  
  

E-mail: barbagallo@dmi.unict.it and mmilasi@unime.it    

 

Description of the topic of the session:

 

The Minisymposium deals with one of the most important research fields of Mathematics, namely Variational Analysis and Equilibrium Problems, especially those related to network design, as traffic equilibrium problem, oligopolistic market equilibrium problem, space market equilibrium problem, financial problem, vaccination problem, Walras equilibrium problem both in the static and dynamic case. Moreover, the Minisymposium would like to contribute to the foundation to the tensorial variational inequalities and their applications. Variational analysis encompasses a large area of modern mathematics, including the classic Calculus of Variations, the Theories of Perturbation and of Approximation, Subgradient, Subderivatives, Set Convergence and Variational Inequalities. Variational Inequalities, as a particular and important chapter of Variational Analysis, have undergone great development and influence both in the progress of Variational Analysis, and in applications to Mathematical Physics and, more recently, to Engineering, Statistics, Economics, Financial Networks and Generalized Complementarity Problems. Several classical and new theories, such as those of Evolutionary Projected Dynamical Systems and Infinite Dimensional Duality, as well as research in discretized computational methods, have received a decisive impulse in order to offer effective solutions to hitherto unsolved problems. For this reason, particular emphasis will be given to the development of the Variational Inequalities Theory as for example the research of regularity results and their use to the computational procedure. Therefore, the Minisymposium aims to offer a review of research themes, methods and open problems together with outlines of the new research trends in all the above topics.


DESCRIPTION OF THE TOPIC OF THE SESSION
 

The Minisymposium aims at presenting state-of-the-art and current research directions in Variational Analysis and Equilibrium Problems, in particular those related to network design. Variational Inequalities proved to be a very useful and powerful tool for investigation and solution of many equilibrium type problems in Economics, Engineering, Operations Research and Mathematical Physics. In fact, Variational Inequalities for example provide a unifying framework for the study of such diverse problems as boundary value problems, price equilibrium problems and traffic network equilibrium problems. Besides, they are closely related with many general problems, such as Fixed Point, Optimization and Complementarity Problems. For this reason, particular emphasis will be given to the development of the Variational Inequalities Theory. Topics of interest include, but not limited to:

 

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Existence Theory for Infinite-Dimensional Variational Problems

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Regularity Theory for Parameterized Variational Inequalities

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Lagrange Theory and Strong Duality for Infinite-Dimensional Optimization

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Generalized Projection in Banach Spaces

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Weighted Variational Inequalities and Wireless Communications

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Ill-posedness and Well-posedness for Variational Inequalities

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Game Theory

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Static and Dynamic Equilibrium Problems on Networks

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Economic Equilibrium Problems

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Numerical Methods for Dynamic Network Equilibria

 

54) Title: "RECENT ADVANCES AND CURRENT RESEARCH in the Stochastic Finite Element Method and its Applications"

Organizers: Professor Dr. Seifedine Kadry, Computer Science Departement, Chairman of Master's program, Arts Sciences and Technology University in LEBANON. University Building, Commodore Street, Hamra, Beirut, Telephone: +961 (01) 34 32 22 - Fax: +961 (01) 34 02 19  
  

E-mail: seifdine.kadry@aul.edu.lb, skadry@gmail.com     

 

Description of the topic of the session:

 

The aim of this session is to discuss the latest and advanced research of the applications, improvement and solutions of the Stochastic Finite Element method. It is common practice for mathematical models to be studied under the assumption that data defining the models are precisely understood. In reality, however, this simplifying assumption is often not valid, and there is considerable uncertainty in specification of models. Sources of uncertainty include geological properties of transporting media, material properties of structures, and unknown aspects of boundary conditions.
One approach for addressing this issue is to treat poorly specified data as random variables having some given statistical properties such as means and higher order moments, and then to determine analogous statistical properties of solutions. The basic representation of uncertain parameters in the underlying models is obtained by introducing random variables or fields. Different kinds of analysis accounting for uncertainties can be carried out. The stochastic finite element method (SFEM) is an approach well suited to analysis involving random fields. It has received a lot of attention in recent years. This method transforms a stochastic PDE into a number of coupled deterministic PDEs. It has been successfully applied in several engineering disciplines, for example structural mechanics, fluid dynamics and thermal engineering. Its applicability can further be enhanced by developing efficient numerical solution techniques for solving the coupled problems.

Topics of interest include but not limited to:
 

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Solution of random differential equation using SFEM

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Spectral Stochastic Finite Element Method

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Uncertainty quantification using SFEM

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Fuzzy SFEM

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Reliability Assessment Using Stochastic Finite Element Analysis

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Simulation/solver of SFEM in MATLAB

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Iterative algorithm for SFEM

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multiscale stochastic finite element method

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Probabilistic transformation method and SFEM

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Computational Aspects of the SFEM

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A wavelet-based stochastic finite element method

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Application of SFEM and SSFEM
 

55) Title: "Recent Advances on the Parareal in Time Algorithms"

Organizer: Professor Dr. Yvon Maday, Laboratoire J.-L. Lions, Universite Pierre et Marie Curie, Paris and Division of Applied Maths, Brown University 
  

E-mail: maday@ann.jussieu.fr      

 

Description of the topic of the session:

 

The parareal in time algorithm allows for large speed up for the simulation of general time dependant problem from the decomposition of the interval of propagation in time into temporal slabs and the use of discrete propagation methods over each slab in parallel on different processors. The method has been pushed in many directions including the combination with domain decomposition methods, control problems and nonlinear iterative resolutions. This minisymposium will present some new aspects and realizations of the method

 

56) Title: "Symposium on the Numerical Solution of Differential Equations and their Applicationss"

Organizer: Dr. Zacharias A. Anastassi, Department of Finance and Auditing, School of Management and Economics, Technological Educational Institute of Kalamata, GR-241 00 Antikalamos, Greece
  

E-mail: zackanas@gmail.com, zackanas@hotmail.com      

 

Description of the topic of the session:

 

The topics of interest include, but are not limited to:

 

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The development and analysis of numerical methods for the efficient solution of Differential Equations and Systems of Differential Equations

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The optimization of numerical methods for the efficient solution of real problems expressed by systems of Differential Equations

 

The types of Differential Equations include:

 

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Ordinary differential equations (ODEs)

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Partial differential equations (PDEs)

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Delay differential equations (DDEs)

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Stochastic differential equations (SDEs)

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Differential algebraic equations (DAEs)