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Mean width
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==Further reading== The mean width is usually mentioned in any good reference on convex geometry, for instance, ''Selected topics in convex geometry'' by Maria Moszyńska (Birkhäuser, Boston 2006). The relation between the mean width and the mean curvature is also derived in that reference. The application of the mean width as one of the measures featuring in [[Hadwiger's theorem]] is discussed in Beifang Chen in "A simplified elementary proof of Hadwiger's volume theorem." ''Geom. Dedicata'' 105 (2004), 107—120. [[Category:Integral geometry]]
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