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BINI, D., AND MOURRAIN, B.
Polynomial test suite, 1996.
See www-sop.inria.fr/saga/POL.
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BOEGE, W., GEBAUER, R., AND KREDEL, H.
Some examples for solving systems of algebraic equations by
calculating Gröbner bases.
J. Symb. Comp. 2 (1986), 83 - 98.
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CHOU, S.-C.
Mechanical geometry theorem proving.
Reidel, Dortrecht, 1988.
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CZAPOR, S., AND GEDDES, K.
On implementing Buchberger's algorithm for Gröbner bases.
In Proc. SYMSAC'86 (1986), Waterloo, Canada, pp. 233 - 238.
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GRÄBE, H.-G.
GEOMETRY - a small package for mechanized plane geometry
manipulations, 1998.
See www.informatik.uni-leipzig.de/SPMtilde;compalg/software.
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GREUEL, G.-M., PFISTER, G., AND SCHÖNEMANN, H.
Singular version 1.2 User Manual .
In Reports On Computer Algebra, no. 21. Centre for Computer
Algebra, University of Kaiserslautern, June 1998.
www.mathematik.uni-kl.de/~zca/Singular.
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The Medicis project, 1998.
See www.medicis.polytechnique.fr.
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PoSSo: Polynomial System Solving, 1993 - 1995.
See posso.dm.unipi.it.
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The SYMBOLICDATA project, 2000.
Soonly available at www.SymbolicData.org. For the moment
consult www.informatik.uni-leipzig.de/SPMtilde;graebe/SymbolicData.
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VON ZUR GATHEN, J.
A factorization challenge.
SIGSAM Bulletin 26, 2 (1992), 22-24.
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WANG, D.
Irreducible decomposition of algebraic varieties via characteristic
sets and Gröbner bases.
Computer Aided Geometric Design 9 (1992), 471 - 484.
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WANG, D.
Solving polynomial equations: characteristic sets and triangular
systems.
Math. and Comp. in Simulation 42 (1996), 339 - 351.
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WESTER, M., Ed.
Computer Algebra Systems: A Practical Guide.
Wiley, Chichester, 1999.
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ZIMMERMANN, P., BERNARDIN, L., AND MONAGAN, M.
Polynomial factorization challenges, 1996.
Poster at ISSAC-96, see also www.inf.ethz.ch/personal/bernardi.
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