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Max Planck Institute for Computer Science / Data types / Arithmetic / Numerical analysis / CGAL / Floating point / Directed acyclic graph / Arbitrary-precision arithmetic / Algorithm / Mathematics / Mathematical analysis / Computer arithmetic


CCCG 2014, Halifax, Nova Scotia, August 11–13, 2014 On the Use of Adaptive, Exact Decisions Number Types Based on Expression-Dags in Geometric Computing Stefan Schirra∗
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Document Date: 2014-07-30 19:24:46

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Elsevier / Boca Raton / Magdeburg / Halifax / /

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Cambridge University Press / CGAL / /

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Germany / France / /

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Computational Geometry Algorithms Library / Otto von Guericke University / Max Planck Institute / /

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geometric computing / geometric computing makes / geometric algorithms / potential solution / bivariate polynomial systems / pencil algorithm / software number types / actual solutions / subexpression search / geometric applications / /

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Congress / Cambridge University / Max Planck Institute / NYU / /

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Stefan Huber / Kurt Mehlhorn / Sophia Antipolis / Martin Held / Otto von Guericke / /

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author / /

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C++ / /

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Nova Scotia / Florida / New York / /

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The LEDA guide / /

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CORE / /

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RAM / Real Number Algorithms / pencil algorithm / 6 Algorithm / Simulation / html / ado / /

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http /

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