Point Processes

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CRC Press, Jul 17, 1980 - Mathematics - 188 pages
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This book describes the properties of stochastic probabilistic models and develops the applied mathematics of stochastic point processes. It is useful to students and research workers in probability and statistics and also to research workers wishing to apply stochastic point processes.

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Theoretical framework
Special models
Operations on point processes
Multivariate point processes
Spatial processes
Author index

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Page 174 - Crame'r, H. (1966) . On the intersections between the trajectories of a normal stationary process and a high level. Ark. Mat.
Page 176 - Jacobs, PA and Lewis, PAW (1977). A mixed autoregressive-moving average exponential sequence and point process (EARMA(!, 1)).
Page 174 - Series expansions for the properties of a birth process of controlled variability.
Page 173 - Comparative aspects of the study of ordinary time series and of point processes.
Page 177 - Some models for stationary series of univariate events. In Stochastic Point Processes: Statistical Analysis, Theory and Applications (PAW Lewis, ed.).
Page 173 - Processus ponctuels et martingales: resultats recents sur la modelisation et le filtrage, Adv.

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