Titlebook: Convex Cones; Geometry and Probabi Rolf Schneider Book 2022 The Editor(s) (if applicable) and The Author(s), under exclusive license to Spr

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Steiner and kinematic formulas,xpresses the (Euclidean, Gaussian, or spherical) volume of a parallel set of a suitable given set at a given distance ε as a function of ε, exhibiting a special form from which functionals depending only on the given set can be extracted.

Coronation

Miscellanea on random cones,t may be possible to obtain explicit results for some expected geometric functionals of the random cone. The brief Section 6.1 deals with uniform random orthogonal projections of polyhedral cones (or general convex polyhedra). Section 6.2 treats images of general convex cones under linear maps defined by Gaussian matrices.

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Winfried Beyer,Holger Sassenbachtroductory material about closed convex cones. Here we provide also some special lemmas, which will later be applied. Section 1.4 is devoted to polyhedra and deals with their normal cones and angle cones. In Section 1.5 we consider recession cones and show how they can be used in the description of

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VersStG Ausnahmen von der Besteuerung,xpresses the (Euclidean, Gaussian, or spherical) volume of a parallel set of a suitable given set at a given distance ε as a function of ε, exhibiting a special form from which functionals depending only on the given set can be extracted.

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