MM1model
The MM1 model is a fundamental concept in queueing theory, representing a simple yet widely applicable queuing system. It describes a single server (M) that handles incoming customers or jobs arriving according to a Poisson process (M) and departs from the system following an exponential distribution. The "1" in MM1 signifies the presence of a single server.
In this model, arrivals occur independently of each other, and the time between consecutive arrivals follows
The MM1 model is characterized by several key performance measures, including the average number of customers
The stability condition for an MM1 system is that the arrival rate must be less than the