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)
 Jos Vermaseren, (1330  1400)
NIKHEF, Dutch institute for subatomic physics, Germany
The parallel versions of FORM
 Gennadi Malaschonok, Mikhail Zueyv (1400  1430)
Tambov State University, Tambov, Russia
Two recursive pivotfree algorithms for parallel matrix inversion
 Shataro Inoue and Yosuke Sato, (1500  1530)
Tokyo University of Science, Japan
On the Parallel Computation of Boolean Groebner Bases
 Natasha Malaschonok, (1530  1600)
Tambov State University, Tambov, Russia
Solving differential equations by parallel Laplace method with assured accuracy
 Abdallah Al Zain, Phil Trinder and Kevin Hammond (1600  1630)
School of Mathematical and Computer Sciences, HeriotWatt University, Edinburgh, UK
and School of Computer Science University of St Andrews, St Andrews, UK
SymGridPar: A Generic Parallel Framework for Computational Algebra Systems
 Alkiviadis Akritas and Yuri Valeev (1700  1730)
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
Email: malaschonok@gmail.com
