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Interval and Affine Arithmetic for Surface Location of Power- and Bernstein-Form Polynomials.

, , , , and . IMA Conference on the Mathematics of Surfaces, page 410-423. Springer, (2000)

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Interval and Affine Arithmetic for Surface Location of Power- and Bernstein-Form Polynomials., , , , and . IMA Conference on the Mathematics of Surfaces, page 410-423. Springer, (2000)Using low-discrepancy sequences and the Crofton formula to compute surface areas of geometric models., , , and . Comput. Aided Des., 35 (9): 771-782 (2003)Robust arithmetic for multivariate Bernstein-form polynomials., and . Comput. Aided Des., 32 (11): 681-689 (2000)CSG Set-Theoretic Solid Modelling and NC Machining of Blend Aurfaces., and . SCG, page 236-245. ACM, (1986)Interval Methods in Geometric Modeling., , , , and . GMP, page 321-327. IEEE Computer Society, (2000)Computing Volume Properties Using Low-Discrepancy Sequences., , and . Geometric Modelling, volume 14 of Computing Supplementa, page 55-72. Springer, (1999)Ten questions that arose in designing the Djinn API for solid modelling., , , , , , and . Shape Modeling International, page 71-76. IEEE Computer Society, (1997)A Survey of Global Configuration-Space Mapping Techniques for a Single Robot in a Static Environment., and . Int. J. Robotics Res., 19 (8): 762-779 (2000)Applications of computer algebra in solid modelling., , , , and . EUROCAL, volume 378 of Lecture Notes in Computer Science, page 244-245. Springer, (1987)The Use of Symbolic Computation in Geometric Modelling., , , , and . IMA Conference on the Mathematics of Surfaces, page 199-206. Clarendon Press, (1988)