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Abstract:
We present an algorithm to isolate the real roots, and compute their multiplicities, of a zero-dimensional triangular polynomial system, based on the local generic position method. We also presentexperiments that demonstrate the efficiency of the method.
BibTeX:
@InProceedings{clt-casc-2012, author = {Jin-San Cheng and Jia Li and Elias~P. Tsigaridas}, title = {Local Generic Position for Root Isolation of Zero-dimensional Triangular Polynomial Systems}, booktitle = {Proc. Computer Algebra in Scientific Computing (CASC)}, pages = {186--197}, year = 2012, editor = {W. Koepf and E.Vorozhtsov}, volume = 7442, series = {LNCS}, publisher = {Springer}, abstract = "We present an algorithm to isolate the real roots, and compute their multiplicities, of a zero-dimensional triangular polynomial system, based on the local generic position method. We also presentexperiments that demonstrate the efficiency of the method.", }
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