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ACM SIGSAM Bulletin, Volume 38
Volume 38, Number 1, March 2004
- John Michael McNamee:
A comparison of methods for accurate summation. 1-7
- Martine Ceberio, Vladik Kreinovich:
Greedy algorithms for optimizing multivariate Horner schemes. 8-15
- Gene Cooperman:
The TOP-C parallel model and symbolic algebra. 16-17 - John Abbott:
CoCoA: a laboratory for computations in commutative algebra. 18-19 - Michael McGettrick:
Online Gröbner Basis [OGB]. 19-21 - Annick Dhooge, Willy Govaerts, Yuri A. Kuznetsov
:
MATCONT: a Matlab package for numerical bifurcation analysis of ODEs. 21-22 - Christopher W. Brown:
QEPCAD B: a system for computing with semi-algebraic sets via cylindrical algebraic decomposition. 23-24 - Joris van der Hoeven:
GNU TeXmacs. 24-25 - Manfred Minimair
:
MR: Macaulay Resultant package for Maple. 26-27 - Robert H. Lewis:
Using Fermat to solve large polynomial and matrix problems. 27-28 - Zhonggang Zeng:
A Matlab package computing polynomial roots and multiplicities. 28-29
Volume 38, Number 2, June 2004
- Clemens Ballarin, Manuel Kauers:
Solving parametric linear systems: an experiment with constraint algebraic programming. 33-46
- William M. Farmer:
MKM: a new interdisciplinary field of research. 47-52
- Laureano González-Vega, Tomás Recio:
Review of "Computational Commutative Algebra I by Martin Kreuzer and Lorenzo Robbiano", Springer Verlag, 2000, ISBN 3-540-67733-X. 53-55
Volume 38, Number 3, September 2004
- David J. Jeffrey, Arthur C. Norman:
Not seeing the roots for the branches: multivalued functions in computer algebra. 57-66 - Jan De Beule
, Albert Hoogewijs, Leo Storme:
On the size of minimal blocking sets of Q(4; q), for q = 5, 7. 67-84
- Tateaki Sasaki:
A theorem for separating close roots of a polynomial and its derivatives. 85-92
- Ilias S. Kotsireas, Emil J. Volcheck:
ANTS VI: algorithmic number theory symposium poster abstracts. 93-107
Volume 38, Number 4, December 2004
- Joshua Holden
:
Distribution of the error in estimated numbers of fixed points of the discrete logarithm. 111-118 - Kosaku Nagasaka:
Towards more accurate separation bounds of empirical polynomials. 119-129
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