The Convergence Of N-Policy GI/G/1Queuing System With Set-up Period

The queuing theory has been used more and more widely in life since the creation. And the scholars have made a lot of research about the GI/G/1queuing system in station-ary distribution, transient distribution and other properties, applying it in practice and helping people solve problems as it’s the most classical theory in queuing theory.However, with the development of science and technology, the traditional model of queuing system and research methods-Markov chain method cannot meet the actual demand. Study the queuing models with qualifications could have more practical signif-icances and application prospects. Under this background,this paper further study the convergence of the queue length of N-Policy GI/G/1queuing system with set-up period on the base of Markov skeleton process.