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Computer Mathematics 1st edition by Ruyong Feng, Wen shin Lee, Yosuke Sato ISBN 3662437996 9783662437995

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ISBN 10:  3662437996
ISBN 13: 978-3662437995
Author: Ruyong Feng, Wen-shin Lee, Yosuke Sato

This book covers original research and the latest advances in symbolic, algebraic and geometric computation; computational methods for differential and difference equations, symbolic-numerical computation; mathematics software design and implementation; and scientific and engineering applications based on features, invited talks, special sessions and contributed papers presented at the 9th (in Fukuoka, Japan in 2009) and 10th (in Beijing China in 2012) Asian Symposium on Computer Mathematics (ASCM). Thirty selected and refereed articles in the book present the conference participants’ ideas and views on researching mathematics using computers.

 

Computer Mathematics 1st Table of contents:

– An Incremental Algorithm for Computing Cylindrical Algebraic Decompositions.
– Finding the Symbolic Solution of a Geometric Problem through Numeric Computations.
– A Simple Quantifier-free Formula of Positive Semidefinite Cyclic Ternary Quartic Forms.
– The vanishing ideal of a finite set of points with multiplicity structures.
– Signature-based Method of Deciding Program Termination.
– High-precision eigenvalue bound for the Laplacian with singularities.
– Degree and dimension estimates for invariant ideals of P-solvable recurrences.
– POLY : A new polynomial data structure for Maple 17.
– A Symbolic Approach to Compute a Null-Space Basis in the Projection Method.
– Real Root Isolation of Polynomial Equations Based on Hybrid Computation.
– Overview of the Mathemagix type system.
– Resultant-Free Computation of Indefinite Hyperexponential Integrals.
– ImUp: A Maple Package for Uniformity-Improved Reparameterization of Plane Curves.
– The Diagonal Reduction Algorithm Using Fast Givens.
– Constructing Generalized Bent Functions from Trace Forms over Galois Rings.
– Matrix Formula of Differential Resultant for First Order Generic Ordinary Differential Polynomials.
– Simplification of the lattice based attack of Boneh and Durfee for RSA cryptoanalysis.
– A Practical Implementation of a Modular Algorithm for Ore Polynomial Matrices.
– Computing Popov Forms of Matrices over PBW Extensions.
– On the simplest quartic fields and related Thue equations.
– On the Implementation of Boolean Bases.
– Towards the calculation of Casimir forces for inhomogeneous planar media.
– Comprehensive Bases in a Java Computer Algebra System.
– A Symbolic Approach to Compute a Null-Space Basis in the Projection Method.
– Real Root Isolation of Regular Chains.
– A Practical Method for Floating-point Groebner Basis Computation.
– Series-Expansion of Multivariate Algebraic Functions at Singular Points: Nonmonic Case.
– A Sequence of Nearest Polynomials with Given Factors.
– Digitisation Workflow in the Czech Digital Mathematics Library.

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