What question did this study set out to answer?

The aim is to analyze a queueing-inventory system influenced by uncertain server conditions and customer behaviors like balking.

February 28, 2026Baghdad Science JournalOpen Access

Inventory Control Model on Matrix Geometric Method for Intermittently Obtainable Server with Balking and Feedback in Markovian Queueing Model

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The aim is to analyze a queueing-inventory system influenced by uncertain server conditions and customer behaviors like balking.
Modeling the system in a Markovian context
Simulating customer arrivals and service times with memoryless properties
Applying the matrix-geometric method to assess long-run system behavior
Conducting sensitivity analysis on system parameters
Developing a comprehensive cost framework for inventory management.
Identified that balking and feedback significantly influence system efficiency
Quantified the average inventory levels and service completion rates
Demonstrated the impact of various costs on inventory management
Showed how server availability affects overall service performance.

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Implication

This model explores server availability and customer behaviors affecting system performance in queueing-inventory systems, suggesting improvements for efficiency.

Cite This Study

P et al. (2026) studied this question.

synapsesocial.com/papers/69a286370a974eb0d3c0111d https://doi.org/10.21123/2411-7986.5219

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Implication

This model explores server availability and customer behaviors affecting system performance in queueing-inventory systems, suggesting improvements for efficiency.

Inventory Control Model on Matrix Geometric Method for Intermittently Obtainable Server with Balking and Feedback in Markovian Queueing Model

Key Points

Discussion

Implication

Cite This Study

Inventory Control Model on Matrix Geometric Method for Intermittently Obtainable Server with Balking and Feedback in Markovian Queueing Model

Key Points

Discussion

Implication

Cite This Study

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