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Abstract: The moments of the local time of a reected Brownian bridge conditioned on its local time at the origin are computed by two di erent methods: First, by conditioning an identity for the unconditioned local time and second, by using a limit theorem for random forests. 1. (Update)
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BibTeX entry: (Update)
@misc{ louchard-reflected,
author = "And Guy Louchard",
title = "Reflected Brownian Bridge Local Time Conditioned On Its Local Time At The
Origin Bernhard Gittenberger",
url = "citeseer.ist.psu.edu/644900.html" }
Citations (may not include all citations):157 Advanced Combinatorics (context) - Comtet - 1974
70 Average-Case Analysis of Algorithms and Data Structures - Flajolet, Vitter - 1990
66 the altitude of nodes in random trees (context) - Meir, Moon - 1978
41 the analysis of linear probing hashing - Flajolet, Poblete et al. - 1998
28 Vol 3: Sorting and Searching (context) - Knuth, of et al. - 1998
26 Path transformations connecting Brownian bridge (context) - Bertoin, Pitman - 1994
20 of random trees, Random Structures and Algorithms (context) - Drmota, Gittenberger et al. - 1997
18 The SDE solved by local times of a Brownian excursion or bri.. - Pitman - 1999
16 Introduction to the theory and application of the Laplace tr.. (context) - Doetsch - 1974
16 A bivariate asymptotic expansion of coecients of powers of g.. (context) - Drmota - 1994
10 Levy's local time and Brownian excursion (context) - Louchard, formula - 1984
9 Asymptotic distributions for the cost of linear probing hash.. - Janson - 2001
8 Brownian local times (context) - Tak - 1995
4 Random Structures and Algorithms (context) - Chassaing, Louchard et al. - 2002
4 the pro le of random forests (context) - Gittenberger - 2002
3 Re ected Brownian bridge area conditioned on its local time .. - Chassaing, Louchard
3 the local time density of re ected Brownian bridge (context) - Gittenberger, Louchard - 2000
2 Janson A Vervaat-like path transformation for the re ected B.. (context) - Chassaing - 2001
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