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Stochastic modeling on M/M/1/N inventory system with queue-dependent service rate and retrial facility

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References

1999Introduction to Matrix Analytic Methods in Stochastic Modeling1,988 cited
1997Retrial Queues884 cited
1999A classified bibliography of research on retrial queues: Progress in 1990–1999319 cited
1990Numerical investigation of a multiserver retrial model210 cited
2006M/M/1 Queueing systems with inventory178 cited
1981Mean-value analysis and convolution method for queue-dependent servers in closed queueing networks152 cited
1992Light traffic heuristic for anM/G/1 queue with limited inventory143 cited
1993DETERMINISTIC APPROXIMATIONS FOR INVENTORY MANAGEMENT AT SERVICE FACILITIES126 cited
1999Stochastic models for inventory management at service facilities117 cited
1998A finite source retrial queue97 cited
1967Queues with State-Dependent Stochastic Service Rates85 cited
2000Inventory management at service facilities for systems with arbitrarily distributed service times82 cited
2001Analysis of multiserver queues with constant retrial rate75 cited
1992Stock optimization in transportation/storage systems72 cited
2007A perishable inventory system with service facilities and retrial customers60 cited

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2002A Multi-Server Retrial Queue with BMAP Arrivals and Group Services41 cited

Cited by

2025Carbon-regulated inventory pricing and ordering policies with marketing initiatives under order volume discounting scheme13 cited
2022Performance of Stochastic Inventory System with a Fresh Item, Returned Item, Refurbished Item, and Multi-Class Customers13 cited
2022Analysis of Stock-Dependent Arrival Process in a Retrial Stochastic Inventory System with Server Vacation12 cited
2022Analysis of M/M/1/N Stochastic Queueing—Inventory System with Discretionary Priority Service and Retrial Facility11 cited