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Tangential measure on the set of convex infinite cylinders
Published online by Cambridge University Press: 24 August 2016
Abstract
We find a ‘natural' measure on the set of convex infinite cylinders touching a convex body K in En. Using the curvature measures, we can calculate the probability that a convex infinite cylinder and a convex body K are tangent in some previously determined regions. As a particular case we obtain a measure on all q-planes touching K.
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- Copyright © Applied Probability Trust 1986
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