Author:
Chazelle Bernard,Palios Leonidas
Reference44 articles.
1. T. Asano, and T. Asano, Partitioning Polygonal Regions into Trapezoids, Proc. 24th Annual IEEE Symposium on Foundations of Computer Science (1983), 233–241.
2. T. Asano, T. Asano, and H. Imai, Partitioning a Polygonal Region into Trapezoids, Journal of the ACM 33 (1986), 290–312.
3. C. L. Bajaj, and T. K. Dey, Convex Decompositions of Polyhedra and Robustness,SIAM Journal on Computing 21 (1992), 339–364.
4. J. L. Bentley, and T. Ottmann, Algorithms for Reporting and Counting Geometric Intersections, IEEE Transactions on Computing C-28 (1979), 643–647.
5. K. Q. Brown, Comments on “Algorithms for Reporting and Counting Geometric Intersections,”IEEE Transactions on Computing C30 (1981), 147–148.
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