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Paper detail

Circular Separability of Polygons

Two planar sets are circularly separable if there exists a circle enclosing one of the sets and whose open interior disk does not intersect the other set. This paper studies two problems related to circular separability. A linear-time algorithm is proposed to decide if two polygons are circularly separable. The algorithm outputs the smallest separating circle. The second problem asks for the largest circle included in a preprocessed, convex polygon, under some point and/or line constraints. The resulting circle must contain the query points and it must lie in the halfplanes delimited by the query lines.

preprint1999arXivOpen access
Jean-Daniel BoissonnatJurek CzyzowiczOlivier DevillersMariette Yvinec
Computational Geometry
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Jean-Daniel BoissonnatJurek CzyzowiczOlivier DevillersMariette Yvinec

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