On the $M_t/M_t/K_t+M_t$ queue in heavy traffic.
Anatolii A. PuhalskiiPublished in: Math. Methods Oper. Res. (2013)
Keyphrases
- heavy traffic
- queue length
- arrival rate
- traffic intensity
- diffusion approximations
- steady state
- single server queue
- single server
- state space collapse
- queueing networks
- heavy traffic limit
- service rates
- fluid model
- asymptotically optimal
- arrival process
- limit theorems
- queueing model
- long run
- queueing systems
- call center
- state dependent
- ornstein uhlenbeck
- service systems
- holding cost
- poisson process
- stationary distribution
- dynamic routing
- brownian motion
- customer classes
- polling systems
- multiclass queueing networks
- service times
- markov chain
- waiting times
- special case
- diffusion process