Probability, Statistics and Analysis

1. The asymptotic speed and shape of a particle system D. Aldous and J. Pitman; 2. On doubly stochastic population processes M. S. Bartlett; 3. On limit theorems for occupation times N. H. Bingham and J. Hawkes; 4. The Martin boundary of two dimensional Ornstein-Uhlenbeck processes M. Cranston, S. Orey and U. Roesler; 5. Green's and Dirichlet spaces for a symmetric Markov transition function E. B. Dynkin; 6. On a theorem of Kabanov, Liptser and Sirjaev G. K. Eagleson and R. F. Gundy; 7. Oxford Commemoration Ball J. M. Hammersley; 8. Invariant measures and the q-matrix F. P. Kelly; 9. The appearance of a multivariate exponential distribution in sojourn times for birth-death and diffusion processes J. T. Kent; 10. Three unsolved problems in discrete Markov theory J. F. C. Kingman; 11. The electrostatic capacity of an ellipsoid P. A. P. Moran; 12. Stationary one-dimensional Markov random fields with a continuous state space F. Papangelou; 13. A uniform central limit theorem for partial-sum processes indexed by sets R. Pyke; 14. Multidimensional randomness B. D. Ripley; 15. Some properties of a test for multimodality based on kernel density estimates B. W. Silverman; 16. Criteria for rates of convergence of Markov chains, with application to queueing and storage theory R. L. Tweedie; 17. Competition and bottle-necks P. Whittle.