Poisson Process
If two independent Poisson processes with rates λ₁ and λ₂ are merged, what is the rate of the resulting process?
In a Poisson process with rate λ, if each event is independently classified as Type A with probability p and Type B with 1-p, what is the rate of the resulting Type A process?
Why is a Poisson process suitable for modeling the emission of radioactive particles?
In the call center model, if calls arrive following a Poisson process with λ = 10 calls/hour, what is the expected number of calls in a 30-minute interval?
When splitting a Poisson process, the resulting processes are also Poisson. What property must the splitting mechanism satisfy for this to hold?