3.5. Let X(t) be a Poisson process with parameter A. Independently, let T be a random variable...
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3.5. Let X(t) be a Poisson process with parameter A. Independently, let T be a random variable with the exponential density fT(t) = Oe for t > 0.
Determine the probability mass function for X(T).
Hint: Use the law of total probability and I, (6.4). Alternatively, use the results of I, Section 5.2.
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Related Book For
An Introduction To Stochastic Modeling
ISBN: 9780126848878
3rd Edition
Authors: Samuel Karlin, Howard M. Taylor
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