Publication Date:
1998-01-01
Description:
Consider the tesselation of a plane into convex random polygons determined by a unit intensity Poissonian line process. Let M(A) be the ergodic intensity of random polygons with areas exceeding a value A. A two-sided asymptotic bound exp{−2A/π+c0A16}2.096, c1〉6.36.
Print ISSN:
1048-9533
Electronic ISSN:
1687-2177
Topics:
Mathematics