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The document contains 6 homework problems related to queueing theory and Markov processes: 1. Find the average buffer occupancy and blocking probability for an M/M/1 queue with a finite buffer. 2. Calculate probabilities related to Poisson distributions for programming errors and system crashes. 3. Derive the balance equations and solve for state probabilities in an M/M/2 queue. 4. Find the equilibrium probabilities for a Markovian queue where the arrival rate depends on the number of customers. 5. Fi

Author

diosjireh

Language

EN