Pages that link to "Item:Q955599"
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The following pages link to Erlang loss queueing system with batch arrivals operating in a random environment (Q955599):
Displaying 19 items.
- The \(MMAP/M/R/0\) queueing system with reservation of servers operating in a random environment (Q259885) (← links)
- Analysis of the finite source MAP/PH/N retrial \(G\)-queue operating in a random environment (Q534886) (← links)
- Priority retrial queueing model operating in random environment with varying number and reservation of servers (Q668718) (← links)
- Duality between the Erlang loss system and a finite source queue (Q688934) (← links)
- Analysis of an \(\mathrm{MMAP}/\mathrm{Ph}_{1}, \mathrm{Ph}_{2}/N/\infty\) queueing system operating in a random environment (Q747387) (← links)
- An Erlang loss queue with time-phased batch arrivals as a model for traffic control in communication networks (Q1023186) (← links)
- Admission controls for Erlang's loss system with service times distributed as a finite sum of exponential random variables (Q1281340) (← links)
- Analysis of multiserver retrial queueing system with varying capacity and parameters (Q1664875) (← links)
- Queueing systems with correlated arrival flows and their applications to modeling telecommunication networks (Q1688363) (← links)
- Lack of invariant property of the Erlang loss model in case of MAP input (Q1775811) (← links)
- Loss systems in a random environment: steady state analysis (Q2352997) (← links)
- Estimating the throughput of wireless hybrid systems operating in a semi-Markov stochastic environment (Q2412966) (← links)
- The MAP/PH/\(N\) retrial queue in a random environment (Q2439246) (← links)
- The \(BMAP/PH/N\) retrial queueing system operating in Markovian random environment (Q2655636) (← links)
- A REVERSIBLE ERLANG LOSS SYSTEM WITH MULTITYPE CUSTOMERS AND MULTITYPE SERVERS (Q3087803) (← links)
- (Q3330941) (← links)
- HITTING TIME IN AN ERLANG LOSS SYSTEM (Q4548061) (← links)
- Algorithm of State Stationary Probability Computing for Continuous-Time Finite Markov Chain Modulated by Semi-Markov Process (Q4568356) (← links)
- Reliability of Two Communication Channels in a Random Environment (Q5005583) (← links)