Tail asymptotics for M/G/1 type queueing processes with light-tailed increments
Jakob Riishede Möller
Centre for Mathematical Sciences
Lund Institute of Technology,
The exponential tail decay of the steady-state vector is considered for
M/G/1-type processes with light-tailed increments. Regeneration and exponential
change of measure are applied as are Markov additive processes.
M/G/1-type queues, tail asymptotics, exponential change of measure