Consider a Poisson process with

  1. Poisson Processes and Bayes' RuleWe observe a Poisson process with unknown rate. The rate 𝜆 of the Poisson process is either
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  2. We observe a Poisson process with unknown rate. The rate lambda of the Poisson process is either 2 or 4, with equal probability,
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  3. We observe a Poisson process with unknown rate. The rate λ of the Poisson process is either 2 or 4, with equal probability, and
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  4. A dedicated professor has been holding infinitely long office hours. Undergraduate students arrive according to a Poisson
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  5. A dedicated professor has been holding infinitely long office hours. Undergraduate students arrive according to a Poisson
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  6. A dedicated professor has been holding infinitely long office hours. Undergraduate students arrive according to a Poisson
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  7. A red light bulb has been flashing forever, according to a Poisson process with rate r . Similarly, a blue bulb has been
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  8. A red light bulb has been flashing forever, according to a Poisson process with rate r . Similarly, a blue bulb has been
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  9. As in an earlier exercise, busy people leave the park according to a Poisson process with rate λ1=3/hour. Relaxed people leave
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  10. Regular (not junk) emails arrive at your inbox according to a Poisson process with rate r; and junk emails arrive at your inbox
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