Philippe Guigue

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Robustness problems due to the substitution of the exact computation on real numbers by the rounded floating pointarithmetic are often an obstacle to obtain practical implementation of geometric algorithms. If the adoption of the exact computation paradigm [13] gives a satisfactory solution to this kind of problemsfor purely combinatorial algorithms this(More)
Robustness problems due to the substitution of the exact computation on real numbers by the rounded floating point arithmetic are often an obstacle to obtain practical implementation of geometric algorithms. If the adoption of the exact computation paradigm [1] gives a satisfactory solution to this kind of problems for purely combinatorial algorithms, this(More)
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