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	Collins, George     Options: All Media Types Journals Proceedings Div Books Whole Books Other Date Reviewed Title Author Publisher Published Date Descending Ascending Date Reviewed     1 - 4 of 4 reviews       Improved techniques for factoring univariate polynomials Collins G. (ed), Encarnación M. Journal of Symbolic Computation 21(3): 313-327, 1996.  Type: Article The main part of this paper describes extensions to the work of Wang [1] and Miola and Yun [2] on the derivation of integer factors for univariate polynomials. A new algorithm is derived, and its performance is compared to that of prev...... Jul 1 1997     Cylindrical algebraic decomposition I: the basic algorithm Arnon D., Collins G. (ed), McCallum S. SIAM Journal on Computing 13(4): 865-877, 1984.  Type: Article A set of polynomials in r variables defines a decomposition of r-dimensional space into connected sets so that each polynomial has constant sign (positive, negative, or zero) on each set. Calculation of such decomposition...... Oct 1 1985     Cylindrical algebraic decomposition II: an adjacency algorithm for the plane Arnon D., Collins G. (ed), McCallum S. SIAM Journal on Computing 13(4): 878-889, 1984.  Type: Article This paper addresses the problem of determining the adjacency relations among the cells of a cylindrical algebraic decomposition (cad). (See the review of [1] for the terminology.) This information is important in several applications....... Oct 1 1985     Real zeroes of polynomials Collins G. (ed), Loos R., Springer-Verlag New York, Inc., New York, NY, 1983.  Type: Book (9780387817767) The authors examine several algorithms for isolating real zeros of polynomials. These algorithms are classified as algebraic, rather than numerical. They compute exactly a sequence of disjoint intervals with rational endpoints, each of...... Jun 1 1985
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