Konfidenzintervalle und CAS - Fachgruppe Computeralgebra

computer algebra. The conference is being held at the Oakwood
Inn Resort, located on the shore of Lake Huron at
Grand Bend.
12. AACA’09 – Summer School on Algebraic
Analysis and Computer Algebra
RISC Linz, Österreich, 13. – 17.07.2009
http://www.risc.uni-linz.ac.at/about/
conferences/aaca09/
The summer school will be held at RISC in the Castle of Hagenberg,
Austria. The purpose of this intensive course is to
provide an introduction to algebraic analysis in a rather effective
way as it is almost impossible to learn about this fashionable
though quite difficult domain of pure mathematics
today, through books or papers, and no such course is available
elsewhere. Computer algebra packages like OreModules
are very recent and a lot of work is left for the future.
Castle of Hagenberg
Accordingly, the aim of the course will be to bring students
in a self-contained way to a feeling of the general concepts
and results that will be illustrated by many academic or engineering
examples. By this way, any participant will be able
to take a personal decision about a possible way to involve
himself into any future use of computer algebra into such a
new domain and be ready for further applications.
The course contains two modules: a theoretical module
(Jean-Francois Pommaret, Ecole Nationale des Ponts et
Chaussees, France) and a practical module (A. Quadrat, IN-
RIA, Sophia Antipolis, France).
13. ICTMA 14 – 14th International Conference
on Teaching of Mathematical Modelling and
Applications
Hamburg, 27. – 31.07.2009
http://www.ictma.net/conf/ictma14.htm
The 14th ICTMA Conference will be held at the University
of Hamburg and organized by the Faculty of Education,
Working Group on Didactics of Mathematics. A variety of
activities is planned, covering plenary lectures, paper presentations
and working groups.
Organization: Gabriele Kaiser (Hamburg)
31
14. ISSAC 2009
Seoul, Südkorea, 28. – 31.07.2009
http://issac2009.kias.re.kr/
The 2009 International Symposium on Symbolic and Algebraic
Computation (ISSAC) is the 34th meeting in a series
of conferences, begun in 1966 and held annually since 1981
in North America, Europe and Asia, for original research on
all aspects of symbolic computation.
Following tradition, ISSAC 2009 will have presentations of
accepted research papers, invited talks, poster sessions, tutorial
courses, software demonstrations, and company exhibits.
ISSAC 2009 will take place in Seoul, Korea, at Korea Institute
for Advanced Study (KIAS), July 28-31, 2009.
15. SNC 2009 – The 3rd International Workshop
on Symbolic-Numeric Computation
Kyoto, Japan, 03. – 05.08.2009
http://www.snc2009.cs.ehime-u.ac.jp/
Algorithms that combine ideas from symbolic and numeric
computation have been of increasing interest over the past
decade. The growing demand for speed, accuracy and reliability
in mathematical computing has accelerated the process
of blurring the distinction between two areas of research that
were previously quite separate.
The goal of the present workshop is to promote the interaction
between symbolic and numeric computing. The precursor
of the SNC series was the SNAP 96 Workshop, held in Sophia
Antipolis, France, SNC 2005 was held in Xi’an, China.
SNC 2007 was held in London, Canada.
SNC 2009 is affiliated with the 2009 International Symposium
on Symbolic and Algebraic Computation (ISSAC 2009,
see above).
16. CASC 2009 – 11th International Workshop on
Computer Algebra in Scientific Computing
Kobe, Japan, 13. – 17.09.2009
http://www14.in.tum.de/konferenzen/
CASC2009/
The methods of Scientific Computing play an important role
in research and engineering applications in the natural
and the engineering sciences. The significance and impact
of computer algebra methods and computer algebra systems
for scientific computing has increased considerably in recent
times. Nowadays, such general-purpose computer algebra
systems as Maple, Magma, Mathematica, MuPAD, Singular,
CoCoA and others enable their users to solve the following
three important tasks within a uniform framework: symbolic
manipulation, numerical computation and visualization.
The ongoing development of such systems, including their
integration and adaptation to modern software environments,
puts them to the forefront in scientific computing and enables
the practical solution of many complex applied problems in
the domains of natural sciences and engineering.