On the distribution of calls in a wireless network driven by fluid traffic
This note develops a modelling approach for wireless networks driven by fluid traffic models. Introducing traffic sets that follow movement of subscribers, the wireless network with time-varying rates is transformed into a stationary network at these traffic sets, which yields that the distribution of calls over the cells of the network depends on the call length distribution only through its mean. The result is extended to a network of infinite server queues with time-varying arrival rates.
traffic telecommunications stochastic processes