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ISSAC 2007: Waterloo, Ontario, Canada
- Dongming Wang:
Symbolic and Algebraic Computation, International Symposium, ISSAC 2007, Waterloo, Ontario, Canada, July 28 - August 1, 2007, Proceedings. ACM 2007, ISBN 978-1-59593-743-8
Contributed papers
- Moulay A. Barkatou, Eckhard Pflügel
:
Computing super-irreducible forms of systems of linear differential equations via moser-reduction: a new approach. 1-8 - Dario Andrea Bini, Paola Boito
Structured matrix-based methods for polynomial in-gcd: analysis and comparisons. 9-16 - Marco Bodrato, Alberto Zanoni:
Integer and polynomial multiplication: towards optimal toom-cook matrices. 17-24 - Alin Bostan, Frédéric Chyzak, Bruno Salvy
Differential equations for algebraic functions. 25-32 - Alin Bostan, Claude-Pierre Jeannerod, Éric Schost:
Solving toeplitz- and vandermonde-like linear systems with large displacement rank. 33-40 - Murray R. Bremner, Michael J. Hancock, Yunfeng Piao:
Nonassociative structures on polynomial algebras arising from bio-operations on formal languages: an application of computer algebra to nonassociative systems. 41-48 - Alain Bretto
G-graphs for the cage problem: a new upper bound. 49-53 - Christopher W. Brown, James H. Davenport
The complexity of quantifier elimination and cylindrical algebraic decomposition. 54-60 - Peter Bürgisser, Peter Scheiblechner:
Differential forms in computational algebraic geometry. 61-68 - Laurent Busé
Implicitization of bihomogeneous parametrizations of algebraic surfaces via linear syzygies. 69-76 - Jacques Carette
A canonical form for piecewise defined functions. 77-84 - Howard Cheng, Guillaume Hanrot, Emmanuel Thomé
Time-and space-efficient evaluation of some hypergeometric constants. 85-91 - Jin-San Cheng, Xiao-Shan Gao, Chee-Keng Yap:
Complete numerical isolation of real zeros in zero-dimensional triangular systems. 92-99 - Serena Cicalò, Willem A. de Graaf:
Non-associative gröbner bases, finitely-presented lie rings and the engel condition. 100-107 - Robert M. Corless
Jeffery-hamel flow with maple: : a case study of integration of elliptic functions in a cas. 108-115 - Robert M. Corless
The solution of s exp(s) = a is not always the lambert w function of a. 116-121 - Elena S. Dimitrova, Abdul Salam Jarrah
A Gröbner fan method for biochemical network modeling. 122-126 - Dimitrios I. Diochnos
On the complexity of real solving bivariate systems. 127-134 - Raouf Dridi, Michel Petitot:
Towards a new ode solver based on cartan's equivalence method. 135-142 - Wayne Eberly, Mark Giesbrecht, Pascal Giorgi, Arne Storjohann, Gilles Villard:
Faster inversion and other black box matrix computations using efficient block projections. 143-150 - Arno Eigenwillig, Michael Kerber, Nicola Wolpert:
Fast and exact geometric analysis of real algebraic plane curves. 151-158 - Mohamed Elkadi, André Galligo:
Systems of three polynomials with two separated variables. 159-166 - Pierrick Gaudry, Alexander Kruppa, Paul Zimmermann:
A gmp-based implementation of schönhage-strassen's large integer multiplication algorithm. 167-174 - Luca Gemignani
Structured matrix methods for polynomial root-finding. 175-180 - Timo Hanke:
The isomorphism problem for cyclic algebras and an application. 181-186 - Seyed Mohammad Mahdi Javadi, Michael B. Monagan:
A sparse modular GCD algorithm for polynomials over algebraic function fields. 187-194 - Jeremy Johnson, Xu Xu:
Generating symmetric DFTs and equivariant FFT algorithms. 195-202 - Erich L. Kaltofen
On exact and approximate interpolation of sparse rational functions. 203-210 - Masaaki Kanno, Kazuhiro Yokoyama, Hirokazu Anai, Shinji Hara
Parametric optimization in control using the sum of roots for parametric polynomial spectral factorization. 211-218 - Manuel Kauers, Carsten Schneider
Symbolic summation with radical expressions. 219-226 - Pramook Khungurn, Hiroshi Sekigawa
Minimum converging precision of the QR-factorization algorithm for real polynomial GCD. 227-234 - Daniel Kunkle, Gene Cooperman:
Twenty-six moves suffice for Rubik's cube. 235-242 - Yosuke Kurata, Masayuki Noro:
Computation of discrete comprehensive Gröbner bases using modular dynamic evaluation. 243-250 - Alexander B. Levin:
Gröbner bases with respect to several term orderings and multivariate dimension polynomials. 251-260 - Hongbo Li:
A recipe for symbolic geometric computing: long geometric product, BREEFS and Clifford factorization. 261-268 - Xin Li, Marc Moreno Maza, Éric Schost:
Fast arithmetic for triangular sets: from theory to practice. 269-276 - John P. May
Efficient matrix rank computation with application to the study of strongly regular graphs. 277-284 - P. Mihailescu, François Morain, Éric Schost:
Computing the eigenvalue in the Schoof-Elkies-Atkin algorithm using Abelian lifts. 285-292 - Izumi Miyamoto:
A computation of some multiply homogeneous superschemes from transitive permutation groups. 293-298 - Katsusuke Nabeshima:
A speed-up of the algorithm for computing comprehensive Gröbner systems. 299-306 - Clément Pernet
Faster algorithms for the characteristic polynomial. 307-314 - Eric Robinson, Jürgen Müller, Gene Cooperman:
A disk-based parallel implementation for direct condensation of large permutation modules. 315-322 - James Ruffo:
A straightening law for the Drinfel'd Lagrangian Grassmannian. 323-330 - Hiroshi Sekigawa
On real factors of real interval polynomials. 331-338 - Vikram Sharma:
Complexity of real root isolation using continued fractions. 339-346 - Jacob N. Smith, Gabriel Dos Reis, Jaakko Järvi:
Algorithmic differentiation in Axiom. 347-354 - Mark van Hoeij:
Solving third order linear differential equations in terms of second order equations. 355-360 - Gilles Villard:
Certification of the QR factor R and of lattice basis reducedness. 361-368 - Joachim von zur Gathen:
Counting reducible and singular bivariate polynomials. 369-376 - Wenyuan Wu, Greg Reid:
Symbolic-numeric computation of implicit riquier bases for PDE. 377-386
Tutorials
- David A. Cox:
Gröbner bases: a sampler of recent developments. 387-388 - Fritz Schwarz:
Loewy decomposition of linear differential equations. 389-390 - Gilles Villard:
Some recent progress in exact linear algebra and related questions. 391-392
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