WORKSHOP ON COMPUTER ALGEBRA AND DIFFERENTIAL EQUATIONS

CADE 2009

 

October 28-31, 2009 Pamplona, Spain

 

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The history of the workshop and objectives

The workshop “Computer Algebra and Differential Equations (CADE 2009)” is the continuation of a series of International workshops on computer algebra and its applications that started in Dubna (Russia) in 1979, 1982, 1985, 1990 and 2001 and followed in Turku (Finland) in 2007. This series of conferences covered all areas of computer algebra, in particular those related to the applications of symbolic and algebraic computation to ordinary and partial differential equations.

 

The goal of this workshop is to bring together researchers developing and applying computer algebra techniques in the field of differential equations. In this way the meeting will be a cross-fertilisation between the different topics of computer algebra and differential equations, and will increase communication between the scientists working in the theoretical aspects of computer algebra and the researches who use them, thus encouraging cooperation among the participants. The programme schedule will consist of three working days plus an extra day for an excursion to some historical sights in Navarra. The first three days regular contributions will be held and no parallel sessions will be scheduled. The number of expected participants is between 30 and 50.

 

The workshop will concentrate on (but it will not be limited to): 

 

1)       Methods and algorithms of computational algebra: Gröbner bases, standard bases for differential problems, solutions of polynomial equations, automatic differentiation, applications. 

 

2)       Applications of computer algebra to differential equations: invariant theory, normal forms, asymptotic methods, applications to celestial mechanics, atomic physics, molecular dynamics, etc.

 

3)       Computational methods of ODEs and PDEs: quantum computations, compatibility of systems of PDEs, Gröbner bases and generation of difference schemes for ODEs and PDEs, applications to physics and engineering.

 

Poster of the workshop on Computer Algebra and Differential Equations