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On the order induced by a set of rays: application to the probing of nonconvex polygons.

, , and . ICRA, page 202-207. IEEE Computer Society, (1989)

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On the Boundary of a Union of Rays., , and . STACS, volume 349 of Lecture Notes in Computer Science, page 72-83. Springer, (1989)Non Convex Contour Reconstruction., , and . J. Symb. Comput., 10 (3/4): 225-252 (1990)An Optimal Algorithm for the Boundary of a Cell in a Union of Rays-Corrigendum., , and . Algorithmica, 6 (2): 292-293 (1991)On the order induced by a set of rays: application to the probing of nonconvex polygons., , and . ICRA, page 202-207. IEEE Computer Society, (1989)An Optimal O(n log n) Algorithm for Contour Reconstruction from Rays., , and . SCG, page 162-170. ACM, (1987)An optimal algorithm for the boundary of a cell in a union of rays., , and . Geometry and Robotics, volume 391 of Lecture Notes in Computer Science, page 247-274. Springer, (1988)An Optimal Algorithm for the Boundary of a Cell in a Union of Rays., , and . Algorithmica, 5 (4): 573-590 (1990)A linear algorithm for labeling planar projections of polyhedra.. IROS, page 595-601. IEEE, (1991)Improving the Orthogonal Range Search k -Windows Algorithm., , , and . ICTAI, page 239-245. IEEE Computer Society, (2002)An optimal algorithm for computing the non-trivial circuits of a union of iso-oriented rectangles.. Inf. Process. Lett., 113 (3): 55-59 (2013)