This workshop is part of the triennial FoCM conference series, organized by the Society for Foundations of Computational Mathematics. The next edition will be held in Barcelona, July 10th-19th, 2017.
The workshop explores algebraic and geometric foundations
as well as symbolic algorithms for questions related to
differential and difference equations. Favorite topics
have included Lie symmetry, differential invariants,
moving frames, differential Galois theory, local and
closed form solution, normal form algorithms, operator
algebras and combinatorics.
We wish this workshop to be a forum for ideas, techniques
and applications. We thus would like to encourage the
speakers to contextualize their contribution for a diverse
audience.
The conference as a whole should provide several other
areas of interest for participants of the Symbolic
Analysis workshop.
Organizers
Semi-plenary speakers
Speakers
Posters
Dmitry Lyakhov, KAUST, KSA
Clemens Raab, Johannes Kepler University Linz, Austria
Ana Rojo-Echeburúa, University of Kent, United Kingdom
Information
Schedule and talk abstracts: Symbolic
Analysis Session B3
Related plenary talks: Mireille Bousquet-Mélou, CNRS & Université de Bordeaux, France. Bruno Salvy, INRIA & École Normale Supérieure de Lyon, France. Pierre Lairez, INRIA Saclay, France
Related workshops of FoCM'17: Computational Algebraic Geometry, Geometric Integration and Computation Mechanics, Computational Dynamics, Real-Number Complexity, Special Functions and Orthogonal Polynomials
Previous workshops: FoCM'14, FoCM'11, FoCM'08, FoCM'05, FoCM'02, FoCM'99.