P. M#rters. Average densities and linear rectiĝability of measures. Mathematika. 44 (1997) 313324.

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Small scale limit theorems for the intersection local times.. - Mörters, Shieh (1999)   (Correct)

..... Examples include Hausdoroe measures on deterministic and random selfsimilar sets, mixing repellers or occupation measures of stable processes, see [BF92] PZ94] KF92] and [FX95] We remark that average densities were also used to characterize geometric regularity of sets, see [FS95] JM96] [PM97], or symmetry properties of measures, see [M98a] MP98] Our rst result shows that for the intersection local time measure on the intersection of two Brownian paths in 3 space an average density of order two may be de ned using such a gauge function. Theorem 1.1 Suppose is the intersection ....

P. M#rters. Average densities and linear rectiĝability of measures. Mathematika. 44 (1997) 313324.

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