Poisson process

[367/74%]

Subtopics

Thinning and splitting of a random number of trials[32/84%]
Residual life, age and stationary renewal processes[23/87%]
Arrival times given the count as uniform order statistics[22/64%]
Distribution and finiteness of the renewal counting process[21/90%]
Renewal-reward processes[20/100%]
Superposition and competition of independent Poisson streams[20/70%]
Counts and arrival times of Poisson streams: direct computations[19/84%]
Definitions and characterizations of the Poisson process[17/53%]
The M/M/1 queue[17/94%]
Spatial Poisson processes and nearest points[16/69%]
Infinite-server queues[15/93%]
Poisson point processes[15/0%]
Martingales and stochastic integrals for the Poisson process[12/42%]
Sample paths of the Poisson process[12/42%]
Poisson processes with random intensity or random observation time[11/91%]
Renewal processes versus Poisson processes[9/89%]
Compound Poisson processes[8/75%]
Covariance, moments and stationarity of Poisson counts[8/63%]
Gap, quiet-period and dead-time problems for Poisson streams[8/100%]
Poisson process as a Markov process[8/63%]
Two-state signals switching at Poisson times[8/63%]
Bus-stop models with Poisson customers[7/100%]
Laws of large numbers and central limit theorem for the Poisson process[6/33%]
Non-homogeneous Poisson processes[6/50%]
Cramer-Lundberg risk model[5/80%]
Stationary random flows of events (point processes)[5/80%]
Thinning and switching of renewal processes[5/100%]
Random fields generated by Poisson-distributed sources[4/100%]
Ruin Theory (Collective Risk Model)[3/67%]
Statistical inference for Poisson rates[3/33%]
Campbell-Hardy Theorem[2/100%]
Optimal stopping with Poisson events[2/100%]
Poisson immigration and catastrophe models[2/100%]
Shot noise processes[1/0%]