Analysis of M/M/1 queueing systems with negative customers and unreliable repairers

Cites Work

An \(M/G/1\) \(G\)-queue with server breakdown, working vacations and vacation interruption
New results on equilibrium balking strategies in the single-server queue with breakdowns and repairs
Equilibrium balking strategies for a clearing queueing system in alternating environment
Optimal and equilibrium balking strategies in the single server Markovian queue with catastrophes
Transient solution of an M/M/1 queue with catastrophes
Equilibrium strategies of the unobservable \(M/M/1\) queue with balking and delayed repairs
On the M/M/1 queue with catastrophes and its continuous approximation
Optimal pricing strategies and customers' equilibrium behavior in an unobservable M/M/1 queueing system with negative customers and repair
Equilibrium joining strategies of positive customers in a Markovian queue with negative arrivals and working vacations
Performance and reliability analysis of an \(M/G/1-G\) retrial queue with orbital search and non-persistent customers
An \(M/G/1\) Bernoulli feedback retrial queueing system with negative customers
Transient analysis of an \(M/G/1\) retrial queue subject to disasters and server failures
Some results on a generalized \(M/G/1\) feedback queue with negative customers
An \(\mathrm{M}/\mathrm{G}/1\) retrial G-queue with preemptive resume priority and collisions subject to the server breakdowns and delayed repairs
Equilibrium balking strategies in the observable single-server queue with breakdowns and repairs
Product-form queueing networks with negative and positive customers
Sojourn times in single-server queues by negative customers
The effect of catastrophes on the strategic customer behavior in queueing systems
Transient Analysis of an M/M/1 Queue Subject to Catastrophes and Server Failures
Equilibrium joining strategies in the single server queues with negative customers
Analysis of BMAP/MSP/1 queue with MAP generated negative customers and disasters

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