the sac newsletter
Number 2, June 1997.

Announcements - Literature


Proceedings of the 1993 IMACS - Symbolic Computation Conference


The proceedings of this conference, held in Lille (France), are published in
Volume 42, Issue 4-6, November 1996 of Mathematics and Computers in Simulation.

Contents

Computer algebra and solving polynomials.
Gerdt V.

Involution approach to investigating polynomial systems.
Zharkov A.Yu. and Blinkov Yu.A.

Parametrized solutions of algebraic equations.
Winkler F.

Solving polynomial equations: Characteristic sets and triangular systems.
Dongming W.

Parametrization of semialgebraic sets.
Gonzalez-Lopez M.J., Recio T. and Santos F.

Sketches and computations over fields.
Duval D., Reynaud J.

Examples of using dynamic constructible closure.
Gomez-Diaz T.

Computer algebra and differential equations.
MacCallum M.A.H.

On the factorisation of linear ordinary differential operators.
Bronstein M.

Approaches to solving nonlinear ODEs.
Wolf T. and Brand A.

Homogeneity of integrability conditions for multi-parametric families of polynomial-non-linear evolution equations.
Gerdt V.P.

An algorithm of multisummation of formal power series, solutions of linear ODE equations.
Jung F., Naegele F. and Thomann J.

Elimination and complexity.
Giusti M.

Complexity bounds in elimination theory - A survey.
Solerno P.

An optimization of Seidenberg's elimination algorithm in differential algebra.
Boulier F.

Multidimensional residues and complexity problems.
Berenstein C.A. and Yger A.

Geometry and algebraic topology.
Sergeraert F.

An algorithm computing homotopy groups.
Real P.

Integrating functional programming and symbolic computation.
Garcia J.J.R.

On computer-assisted research in homological algebra.
Roos J.

Theory and practice of algebraic algorithms.
Trevisan V.

Advancing the study of differential equations with technology.
Abell M.L. and Braselton J.P.

Floating point Grobner bases.
Shirayanagi K.

Algebraic computation in geometry.
Winkler F.

Real algebraic numbers.
Recio T.

Generic computation of the real closure of an ordered field.
Ligatsikas Z., Rioboo R. and Roy M.F.

Dynamic evaluation and real closure.
Duval D. and Gonzalez-Vega L.

Radical computations of zero-dimensional ideals and real root counting.
Becker E. and Wormann T.

An efficient method for analyzing the topology of plane real algebraic curves.
Hoon H.

Symbolic devices and numerical solving of PDEs.
Ganzha V.

Various proofs of Sylvester's (determinant) identity.
Akritas A.G., Akritas E.K. and Malaschonok G.I.

A proof of convergence for the combination technique for the Laplace equation using tools of symbolic computation.
Bungartz H., Griebel M., Roschke D. and Zenger C.

Symbolic-numerical computation of the stability regions for Jameson's schemes.
Ganzha V.G. and Vorozhtsov E.V.

Symbolic semi-discretization of partial differential equation systems.
Pfeiffer B.-M. and Marquardt W.

Stability analysis by quantifier elimination.
Steinberg S. and Liska R.

Introduction Dynamical systems.
Jacob G.

Iterated derivatives of the output of a nonlinear dynamic system and Faa di Bruno formula.
Hespel C.

Symbolic differentiation library for simulation of multibody rigid systems.
Villard D. and Arnaldi B.

Algorithms for symbolic reduction of signal flow graphs.
Szymkat M.

A variant for numerical simulation of a high-frequency converter with voltage-fed inverter.
Chindris M. and Colosi T.

Motion planning problem: Parametrized inputs and drift problem.
Guyon C.

Summations of polylogarithms via evaluation transform.
Hoang N.M.

The impact of computer algebra on the use and understanding of fundamental interactions.
Caprasse H.

Evaluation of Ashtekar variables using stensor.
Daftardar-Gejji V.

Algebraic computing in torsion theories of gravitation.
Fonseca-Neto J.B., Reboucas M.J. and MacCallum M.A.H.

Graphs and curves drawing.
Jacob G.

Recursive calculation of the derivatives of rational curves in (BR) form.
Fiorot J.C., Jeannin P. and Sucher B.

Cabri-graph, a sketchpad for graph theory.
Baudon O. and Laborde J.M.


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