Document Type

Conference Proceeding

Publication Date

1-1-1997

Publication Title

Proceedings of the Annual Symposium on Computational Geometry

Abstract

We solve two open problems posed by Goodman and Pollack[GP84] about sets of signed circular permutations (clusters of stars) arising from generalized configurations of points: recognition and efficient reconstruction (drawing). As a biproduct we get an O(n2) space data structure constructible in O(n2) time, representing the order type of a (generalized) configuration of points and from which the orientation of each triple can be found in constant time, a problem posed in [EHN].

First Page

439

Last Page

441

DOI

10.1145/262839.263074

Version

Version of Record

Comments

Archived as published.

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