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Post Closed as "too localized" by Steve Huntsman, Michael Lugo, Tom Leinster, Ben Webster♦
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After not doing any maths for quite a while I am more then a little rusty when it comes to probability, so I was wondering if you guys could help me. I understand that P(A and B) = P(A) * P(B) So what is achieved by P(A)/P(BP(A)/P('A) ? I am currently trying to understand why provides the expected number of users in a system? Where p is the utilisation of the queue, given by Am I right in assuming that p is also the probability that the system is not empty? |
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Probability Queue Theory M/M/1After not doing any maths for quite a while I am more then a little rusty when it comes to probability, so I was wondering if you guys could help me. I understand that P(A and B) = P(A) * P(B) So what is achieved by P(A)/P(B) ? I am currently trying to understand why provides the expected number of users in a system? Where p is the utilisation of the queue, given by Am I right in assuming that p is also the probability that the system is not empty?
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