Advances in Applied Probability, published by the Applied Probability Trust, contains reviews and expository papers in applied probability, as well as mathematical and scientific papers of interest to probabilists, letters to the editor and a section devoted to stochastic geometry and statistical applications.
Volume 37, Number 3
Publication Date: September 2005
Stochastic Geometry and Statistical Applications
Connect the dots: how many random points can a regular curve pass through?
Ery Arias-Castro, David L. Donoho, Xiaoming Huo and Craig A. Tovey; 571-603
Descending chains, the lilypond model, and mutual-nearest-neighbour matching
Daryl J. Daley and Günter Last; 604-628
Perfect simulation of Hawkes processes
Jesper Møller and Jakob G. Rasmussen; 629-646
General Applied Probability
Minimal clade size and external branch length under the neutral coalescent
Michael G. B. Blum and Olivier François; 647-662
Diffusion approximations for the maximum of a perturbed random walk
Victor F. Araman and Peter W. Glynn; 663-680
Convergence results on multitype, multivariate branching random walks
J. D. Biggins and A. Rahimzadeh Sani; 681-705
Maxima of stochastic processes driven by fractional Brownian motion
Boris Buchmann and Claudia Klüppelberg; 743-764
On the number and sum of near-record observations
N. Balakrishnan, A.G. Pakes and A. Stepanov; 765-780
Central limit theorems for the number of records in discrete models
Raul Gouet, F. Javier López and Gerardo Sanz; 781-800
Reversible Markov processes on general spaces and spatial migration processes
Richard F. Serfozo; 801-818
Ruin in the perturbed compound Poisson risk process under interest force
Jun Cai and Hailiang Yang; 819-835
On a general class of renewal risk process: analysis of the Gerber-Shiu function
Shuanming Li and José Garrido; 836-856
Letter to the Editor
Extension of Deltheil's study on random points in a convex quadrilateral
Richard Cowan and S. N. Chiu; 857-858
Advances in Applied Probability
