Pages that link to "Item:Q259885"

The following pages link to The \(MMAP/M/R/0\) queueing system with reservation of servers operating in a random environment (Q259885):

Displaying 8 items.

• The non-Markov dynamic RQ system with the incoming MMP flow of requests (Q462030) (← links)
• Priority retrial queueing model operating in random environment with varying number and reservation of servers (Q668718) (← links)
• Analysis of an \(\mathrm{MMAP}/\mathrm{Ph}_{1}, \mathrm{Ph}_{2}/N/\infty\) queueing system operating in a random environment (Q747387) (← links)
• The M/M/\(\infty\) service system with ranked servers in heavy traffic. With a preface by Franz Ferschl (Q796435) (← links)
• Sojourn time distributions for the M/M/1 queue in a Markovian environment (Q1091048) (← links)
• Queueing systems with correlated arrival flows and their applications to modeling telecommunication networks (Q1688363) (← links)
• \(M A P + M A P / M_2 / N / \infty\) queueing system with absolute priority and reservation of servers (Q1719190) (← links)
• Resource queueing system \(MMPP^{(2,\nu)}|GI_2|\infty\) with parallel service of multiple paired customers (Q1995711) (← links)