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Some Dual Problems of Geometric Probability in the Plane
Published online by Cambridge University Press: 12 September 2008
Abstract
A definition is adopted for convexity of a set of directed lines in the plane. Following this, the duals of a number of standard problems of geometric probability are formulated. Problems considered in detail are the duals of Sylvester's problem, chord length distributions and Ambartzumian's combinatorial geometry. The paper suggests some questions for further work.
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- Copyright © Cambridge University Press 1993
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