Welcome to the web page of the Session Gröbner Bases and Applications at the 7th IMACS-ACA Conference

Dear Colleagues,

we have the pleasure to invite you to participate in the session

Session Organizers:

• Quoc-Nam Tran  Lamar University, Texas, USA (Chair)
• Alexander Levin  Catholic University of America, USA
• Ilias Kotsireas  University of Western Ontario, Canada

This session is a continuation of the series of sessions on the theory of Gröbner bases and its applications organized at previous IMACS-ACA conferences and other workshops. The Gröbner basis method has become one of the most important techniques in providing exact solutions of nonlinear problems in multivariate polynomial ideal theory, in computational commutative algebra, in elimination theory, in solving systems of algebraic equations, and in many other related areas. It is also being used fruitfully in a variety of seemingly unrelated research areas such as geometrical theorem proving, integer programming, solid modeling and engineering. The method is implemented in all major computer algebra systems.

Nevertheless, the field is still under active development both in the direction of improving the method by new theoretical insights and in finding new applications. This time we will concentrate on efforts to improve the method including basis conversion, modular approaches as well as nontrivial applications of the Gröbner basis method in mathematics, sciences, engineering, logic, education and other research areas.

For more information and/or if you are interested in giving a talk in this session, please contact the session organizers by e-mail :