%0 Journal Article %1 cox1965estimation %A Cox, D. R. %D 1965 %I Blackwell Publishing for the Royal Statistical Society %J Journal of the Royal Statistical Society. Series B (Methodological) %K estimation point_processes %N 2 %P 332--337 %T On the Estimation of the Intensity Function of a Stationary Point Process %U http://www.jstor.org/stable/2984202 %V 27 %X The intensity function of a stationary point process gives as a function of x the conditional probability, given an event at time t, of an event in the interval (t + x, t + x + Δ x). A very nearly unbiased estimate of the grouped intensity function is constructed. Its sampling properties are investigated when the data are generated by a Poisson process.

@article{cox1965estimation, abstract = {The intensity function of a stationary point process gives as a function of x the conditional probability, given an event at time t, of an event in the interval (t + x, t + x + Δ x). A very nearly unbiased estimate of the grouped intensity function is constructed. Its sampling properties are investigated when the data are generated by a Poisson process.}, added-at = {2010-05-20T21:34:48.000+0200}, author = {Cox, D. R.}, biburl = {https://www.bibsonomy.org/bibtex/25ab3427c5de34142640c7d7dda4e7e4b/peter.ralph}, copyright = {Copyright © 1965 Royal Statistical Society}, interhash = {bfe7c75618d71e5427f4cd18198fdd4b}, intrahash = {5ab3427c5de34142640c7d7dda4e7e4b}, issn = {00359246}, journal = {Journal of the Royal Statistical Society. Series B (Methodological)}, jstor_articletype = {primary_article}, jstor_formatteddate = {1965}, keywords = {estimation point_processes}, number = 2, pages = {332--337}, publisher = {Blackwell Publishing for the Royal Statistical Society}, timestamp = {2010-05-20T21:34:49.000+0200}, title = {On the Estimation of the Intensity Function of a Stationary Point Process}, url = {http://www.jstor.org/stable/2984202}, volume = 27, year = 1965 }