The methods of scientific computing play an important
role in research and engineering applications in the field of the natural
and engineering sciences.
The importance of computer algebra methods and systems for scientific
computing has increased considerably in recent times. During the last
decade a new generation of general-purpose computer algebra systems such
as Mathematica, Maple, MuPAD, Reduce and Axiom have been developed. They
enable the user to solve the following three important tasks within a
uniform framework:
- symbolic manipulations
- numerical computations
- visualization
A further development of such systems, including their
adaptation to parallel environments, puts them at the forefront of
scientific computing and enables the practical solution of many complex
applied problems in the domains of natural sciences and engineering
knowledge.
Among the topics of CASC are many important
questions and methods of scientific computing and the application of
computer algebra, such as
- computer algebra and approximate computations
- numerical simulations using computer algebra systems
- parallel symbolic-numeric computations
- problem-solving environments
- symbolic-numeric interface
- internet
accessible symbolic and numeric computations
-
construction of approximate solutions of ordinary differential equations and dynamical systems
- symbolic-numeric
methods for differential-algebraic equations
- computer
algebra analysis of partial differential equations
-
algebraic methods for nonlinear polynomial equations
and inequalities
- algorithms
in computer algebra and their complexity
- applications
in natural sciences
The
workshop is intended to provide a forum for researchers and engineers in
the fields of mathematics, computer science, numerical analysis, etc. An
important goal is to unite specialists in all these areas for the purpose
of finding efficient solutions to many current questions and problems in
advanced scientific computing.
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