Revision as of 09:34, 11 October 2013 edit Improbable keeler (talk \| contribs) Extended confirmed users 1,807 edits ←Created page with 'In probability and statistics, '''point process notation''' is the varying mathematical notation used to represent stochastic objects known as point processes, ...'		Revision as of 09:35, 11 October 2013 edit undo Improbable keeler (talk \| contribs) Extended confirmed users 1,807 edits →Random measures Next edit →
Line 43: </ref> and the techniques of random measure theory offering another way to study point processes<ref name="stoyan1995stochastic"/><ref name="grandell1977point"> J. Grandell. Point processes and random measures. ''Advances in Applied Probability'', pages 502--526, 1977. </ref>, also which leads to the various notations used in integration and measure theory. ~~\footnote~~{efn\|As discussed in Chapter 1 of Stoyan, Kendall and Mechke<ref name="stoyan1995stochastic"/>, varying integral notation in general applies to all integrals here and elsewhere.} ==Dual notation==

Point process notation: Difference between revisions