Proves limits for expected vertices and missed area of random L-convex polygons from n points in K, with finite vertex limit when K=L and extrema for constant-width L.
Hug, Measures, curvatures and currents in convex geometry, Habilitationsschrift, Albert Ludwigs Universit¨ at Freiburg
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On random approximations by generalized disc-polygons
Proves limits for expected vertices and missed area of random L-convex polygons from n points in K, with finite vertex limit when K=L and extrema for constant-width L.