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 40, Number 1
Publication Date: March 2008
Stochastic Geometry and Statistical Applications
Short-length routes in low-cost networks via Poisson line patterns
David J. Aldous and Wilfrid S. Kendall; 1-21
Covering random points in a unit disk
Jennie C. Hansen, Eric Schmutz and Li Sheng; 22-30
Estimation of the mean normal measure from flat sections
Markus Kiderlen; 31-48
The iteration of random tessellations and a construction of a homogeneous process of cell divisions
Joseph Mecke, Werner Nagel and Viola Weiss; 49-59
General Applied Probability
The Influence of dependence on data network models
Bernardo D'Auria and Sidney I. Resnick; 60-94
Decay property of stopped Markovian bulk-arriving queues
Junping Li and Anyue Chen; 95-121
Gaussian expansions and bounds for the Poisson distribution applied to the Erlang B formula
A. J. E. M. Janssen, J. S. H. van Leeuwaarden and B. Zwart; 122-143
Malliavin differentiability of the Heston volatility and applications to option pricing
Elisa Alòs and Christian-Oliver Ewald; 144-162
The generalized perpetual American exchange-option problem
Shek-Keung Tony Wong; 163-182
Local properties of random mappings with exchangeable in-degrees
Jennie C. Hansen and Jerzy Jaworski; 183-205
On the number of jumps of random walks with a barrier
Alex Iksanov and Martin Möhle; 206-228
Identifiability of a Markovian model of molecular evolution with Gamma-distributed rates
Elizabeth S. Allman, Cécile Ané and John A. Rhodes; 229-249
Nonexplosion of a class of semilinear equations via branching particle representations
Santanu Chakraborty and Jose Alfredo López-Mimbela; 250-272
Exact Monte Carlo simulation of killed diffusions
Bruno Casella and Gareth O. Roberts; 273-291
Advances in Applied Probability
