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Restricted-Orientation Convexity in Higher-Dimensional Spaces

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journal contribution
posted on 01.03.2000, 00:00 by Eugene Fink, Derick Wood
A restricted-oriented convex set is a set whose intersection with any line from a fixed set of orientations is either empty or connected. This notion generalizes both orthogonal convexity and normal convexity. The aim of this paper is to establish a mathematical foundation for the theory of restricted-oriented convex sets in higher-dimensional spaces.


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