It can be used for example when testing the homogenitity of Poisson processes.

These seemingly unrestrictive conditions actually impose a great deal of structure in the Poisson process.

A renewal process is a generalization of the Poisson process.

For small samples, a more general analysis is necessary, accounting for a Poisson process.

Fish are swimming into the net randomly in a situation that resembles a Poisson process.

Transitions between states happen as a result of events from underlying Poisson processes with different intensities.

There are a number of interesting mathematical properties exhibited by Poisson processes.

Nevertheless, it is to be noted that traffic aggregation need not always result in a Poisson process.

Events that occur independently with some average rate are modeled with a Poisson process.

In an open network, jobs arrive from outside following a Poisson process with rate .