Arup Acharya, Archan Misra, et al.
Middleware 2008
A theoretical model of loss system is proposed and analysed within the framework of maximum Tsallis entropy principle. The study provides an explicit expression for state probability distribution of packets in presence of long-range dependent traffic. The unimodal state probability distribution corresponding to well-known Erlang's loss formula is recovered for Tsallis entropy parameter q = 1. As the parameter q is lowered from unity, it is shown that the state probability distribution makes a transition from unimodal to bimodal. The emergence of bimodality can be regarded as a consequence of long-range dependence. The implication of the model in the design of loss systems is discussed. © 2008 IEEE.
Arup Acharya, Archan Misra, et al.
Middleware 2008
Shachi Sharma, Karmeshu
IEEE Communications Letters
Arup Acharya, Justin Manweiler, et al.
IM 2013
Arup Acharya, Palanivel Kodeswaran, et al.
SCC 2014