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43-53

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author

- College of Management „Edukacja”, ul. Krakowska 56–62, 50-425 Wrocław, Poland, tadeuszgalanc@gmail.com

author

- Department of Management, General Tadeusz Kościuszko Military University of Land Forces in Wrocław, ul. Czajkowskiego 109, 51-150 Wrocław, Poland, wiktor.kolwzan@pwr.edu.pl

author

- Faculty of Computer Science and Management, Wrocław University of Science and Technology, ul. Łukasiewicza 5, 50-371 Wrocław, Poland, jerzy.pieronek@pwr.edu.pl

References

- GALANC T., Conditional probabilities of non-extreme states describing the bottleneck of a certain inventory system with an aggregated dynamic-parameter input, Model., Measure. Control, 1998, 17, (1/2), 27–35.
- GALANC T., Relationships between probability distributions of the maximum level of stocks and parameters of a not aggregated process of product supply, Przegl. Stat., 1998, 45, 2, 177–182.
- GALANC T., Mathematical analysis of a certain system operation for collection and issuance of stocks with dynamic parameters of a not aggregated process of product supply, Przegl. Stat., 1998, 45 (2), 227–233.
- GALANC T., Conditional probabilities of low states describing the bottleneck of a certain inventory system with an aggregated dynamic-parameter input, System, 2004, 9, 1/2, 61–65.
- GALANC T., KOŁWZAN W., PIERONEK J., A quantitative management support model of a certain production supply system in non-extreme states, Oper. Res. Dec., 2012, 22 (1), 5–12.
- GALANC T., KOŁWZAN W., PIERONEK J., A quantitative management support model of a certain production-supply system. Boundary conditions, Oper. Res. Dec., 2012, 22 (2), 5–13.
- GALANC T., KOŁWZAN W., PIERONEK J., Probabilistic characteristics supporting the management of production-supply system, Oper. Res. Dec., 2017, 27, 3, 51–63.
- GICHMAN I.I., SKOROCHOD A.W., Introduction to the theory of stochastic processes, PWN, Warsaw 1968.
- KRÓL M., LIANA M., The impact of the installation location of a warehouse container in the transport system on the losses caused by the deficit or overfilling, Oper. Res. Dec., 1997, 2, 41–48.
- KRÓL M., About evaluation factors of unfavorable effects in the operation of a inventory management system, Oper. Res. Dec., 1992, 4, 55–68.
- KURATOWSKI K., Differential and integral calculus, PWN, Warsaw 2005.
- MERCIK J., GALANC T., Relations between probabilities of high states describing the bottleneck of certain inventory system and the dynamic parameters of an aggregated input, Systems, 2007, 12 (3), 3–7.
- MERCIK J., GALANC T., A mathematical description of a bottleneck in a certain inventory system in the case of an aggregated dynamic-parameter input, System, 2008, 13, 1/2, 12–20.
- RUDI N., KAPUR S., PYKE D.F., Two-location inventory model with transshipment and local decision making, Manage. Sci., 2001, 47, 1668–1680.
- SO K.C., Optimal buffer allocation strategy for minimizing work-in process inventory in unpacked production lines, IEEE Trans., 1997, 29, 81–88.
- [16] ŚWIĄTEK J., GALANC T., Probabilities of an upper barrier in the problem of the identification of barrier in the functioning of a certain inventory storage and issue system, Sys. Sci., 2008, 34 (3), 5–9.
- ŚWIĄTEK J., GALANCT., Identification of barrier in the functioning of a certain inventory storage and issue system, Sys. Sci., 2010, 36 (2), 11–14.
- WANG Y., COHEN M.A., ZHENG Y.S., Two-echelon repairable inventory system with stocking-center dependent depot replenishment lead times, Manage. Sci., 2000, 46, 1441–1453.
- GALANC T., Conditional probabilities of non-extreme states describing the bottleneck of a certain inventory system with an aggregated dynamic-parameter input, Model., Measure. Control, 1998, 17, (1/2), 27–35.
- GALANC T., Relationships between probability distributions of the maximum level of stocks and parameters of a not aggregated process of product supply, Przegl. Stat., 1998, 45, 2, 177–182.
- GALANC T., Mathematical analysis of a certain system operation for collection and issuance of stocks with dynamic parameters of a not aggregated process of product supply, Przegl. Stat., 1998, 45 (2), 227–233.
- GALANC T., Conditional probabilities of low states describing the bottleneck of a certain inventory system with an aggregated dynamic-parameter input, System, 2004, 9, 1/2, 61–65.
- GALANC T., KOŁWZAN W., PIERONEK J., A quantitative management support model of a certain production supply system in non-extreme states, Oper. Res. Dec., 2012, 22 (1), 5–12.
- GALANC T., KOŁWZAN W., PIERONEK J., A quantitative management support model of a certain production-supply system. Boundary conditions, Oper. Res. Dec., 2012, 22 (2), 5–13.
- GALANC T., KOŁWZAN W., PIERONEK J., Probabilistic characteristics supporting the management of production-supply system, Oper. Res. Dec., 2017, 27, 3, 51–63.
- GICHMAN I.I., SKOROCHOD A.W., Introduction to the theory of stochastic processes, PWN, Warsaw 1968.
- KRÓL M., LIANA M., The impact of the installation location of a warehouse container in the transport system on the losses caused by the deficit or overfilling, Oper. Res. Dec., 1997, 2, 41–48.
- KRÓL M., About evaluation factors of unfavorable effects in the operation of a inventory management system, Oper. Res. Dec., 1992, 4, 55–68.
- KURATOWSKI K., Differential and integral calculus, PWN, Warsaw 2005.
- MERCIK J., GALANC T., Relations between probabilities of high states describing the bottleneck of certain inventory system and the dynamic parameters of an aggregated input, Systems, 2007, 12 (3), 3–7.
- MERCIK J., GALANC T., A mathematical description of a bottleneck in a certain inventory system in the case of an aggregated dynamic-parameter input, System, 2008, 13, 1/2, 12–20.
- RUDI N., KAPUR S., PYKE D.F., Two-location inventory model with transshipment and local decision making, Manage. Sci., 2001, 47, 1668–1680.
- SO K.C., Optimal buffer allocation strategy for minimizing work-in process inventory in unpacked production lines, IEEE Trans., 1997, 29, 81–88.
- ŚWIĄTEK J., GALANC T., Probabilities of an upper barrier in the problem of the identification of barrier in the functioning of a certain inventory storage and issue system, Sys. Sci., 2008, 34 (3), 5–9.
- ŚWIĄTEK J., GALANCT., Identification of barrier in the functioning of a certain inventory storage and issue system, Sys. Sci., 2010, 36 (2), 11–14.
- WANG Y., COHEN M.A., ZHENG Y.S., Two-echelon repairable inventory system with stocking-center dependent depot replenishment lead times, Manage. Sci., 2000, 46, 1441–1453.

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bwmeta1.element.desklight-6801ba81-cebb-4185-8268-a8a0f6ce5e30