Applications of Computer Algebra 2008
Session title
Parallel Computer Algebra
The goal of the session is to provide a forum for developers of parallel methods, algorithms and software in the field of Computer Algebra.
The session topics
The session topics include but not restricted to:
- reinvention and adaptetion of existing highly sophisticated symbolic algorithms to a parallel setting
- computer algebra systems specifically designed to exploit and operate in multiprocessor environment
- parallel methods for solving systems of differential equations
- parallel methods for Groebner basis computations
- parallel algorithms for solving linear and polynomial systems
For suggesting a talk, please contact the session organizers .
Talks (Wednesday, 30, July)
- Shataro Inoue and Yosuke Sato, (15-00 -- 15-30)
Tokyo University of Science, Japan
On the Parallel Computation of Boolean Groebner Bases
- Natasha Malaschonok, (15-30 -- 16-00)
Tambov State University, Tambov, Russia
Solving differential equations by parallel Laplace method with assured accuracy
- Abdallah Al Zain, Phil Trinder and Kevin Hammond (16-00 -- 16-30)
School of Mathematical and Computer Sciences, Heriot-Watt University, Edinburgh, UK
and School of Computer Science University of St Andrews, St Andrews, UK
SymGrid-Par: A Generic Parallel Framework for Computational Algebra Systems
- Alkiviadis Akritas and Yuri Valeev (17-00 -- 17-30)
Phessaly University, Volos, Greece
Tambov State University, Tambov, Russia
Parallel implementation of Sendov's real root approximation method
Session organizer:
Gennadi Malaschonok Laboratory for algebraic computations Tambov State University Internatsionalnaya, 33, 392622 Tambov, Russia Tel.: +7 4752 759236, +7 905 1242398 E-mail: malaschonok@gmail.com
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