How to cite this paper
Mahdizadeh, F & Izadbakhsh, H. (2023). Adaptive optimal control of the production inventory system in supply chain management with completely unknown dynamics.Management Science Letters , 13(4), 229-234.
Refrences
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Boukas, E. K., Shi, P., & Agarwal, R. K. (2000). An application of robust control technique to manufacturing systems with uncertain processing time. Optimal Control Applications and Methods, 21(6), 257-268.
Chaudhary, K., Singh, Y., & Jha, P. C. (2013). Optimal Control Policy of a Production and Inventory System for multi-product in Segmented Market. Ratio Mathematica, 25(1), 29-46.
Emamverdi, G. A., Karimi, M. S., & Shafiee, M. (2011). Application of optimal control theory to adjust the production rate of deteriorating inventory system (Case study: Dineh Iran Co.). Middle-East Journal of Scientific Research, 10(4), 526-531.
Foul, A., Al-Gohary, A., & Essayed, A. (2009). Optimal control of HMMS-model with deteriorating items. In Internation-al Mathematical Forum (Vol. 4, No. 31, pp. 1515-1528).
Jiang, Y., & Jiang, Z. P. (2012). Computational adaptive optimal control for continuous-time linear systems with com-pletely unknown dynamics. Automatica, 48(10), 2699-2704.
Singh, S. R., & Kumar, T. (2011). Inventory optimization in efficient supply chain management. International Journal of Computer Applications in Engineering Sciences, 1(4), 428-434.
Taboada, H., Davizón, Y. A., Espíritu, J. F., & Sánchez-Leal, J. (2022). Mathematical Modeling and Optimal Control for a Class of Dynamic Supply Chain: A Systems Theory Approach. Applied Sciences, 12(11), 5347.
Vrabie, D., Pastravanu, O., Abu-Khalaf, M., & Lewis, F. L. (2009). Adaptive optimal control for continuous-time linear systems based on policy iteration. Automatica, 45(2), 477-484.
Yang, P. C., & Wee, H. M. (2006). A collaborative inventory system with permissible delay in payment for deteriorating items. Mathematical and computer modelling, 43(3-4), 209-221.
Zaher, H., & Zaki, T. T. (2014). Optimal control theory to solve production inventory system in supply chain manage-ment. Journal of Mathematics Research, 6(4), 109.
Boukas, E. K., Shi, P., & Agarwal, R. K. (2000). An application of robust control technique to manufacturing systems with uncertain processing time. Optimal Control Applications and Methods, 21(6), 257-268.
Chaudhary, K., Singh, Y., & Jha, P. C. (2013). Optimal Control Policy of a Production and Inventory System for multi-product in Segmented Market. Ratio Mathematica, 25(1), 29-46.
Emamverdi, G. A., Karimi, M. S., & Shafiee, M. (2011). Application of optimal control theory to adjust the production rate of deteriorating inventory system (Case study: Dineh Iran Co.). Middle-East Journal of Scientific Research, 10(4), 526-531.
Foul, A., Al-Gohary, A., & Essayed, A. (2009). Optimal control of HMMS-model with deteriorating items. In Internation-al Mathematical Forum (Vol. 4, No. 31, pp. 1515-1528).
Jiang, Y., & Jiang, Z. P. (2012). Computational adaptive optimal control for continuous-time linear systems with com-pletely unknown dynamics. Automatica, 48(10), 2699-2704.
Singh, S. R., & Kumar, T. (2011). Inventory optimization in efficient supply chain management. International Journal of Computer Applications in Engineering Sciences, 1(4), 428-434.
Taboada, H., Davizón, Y. A., Espíritu, J. F., & Sánchez-Leal, J. (2022). Mathematical Modeling and Optimal Control for a Class of Dynamic Supply Chain: A Systems Theory Approach. Applied Sciences, 12(11), 5347.
Vrabie, D., Pastravanu, O., Abu-Khalaf, M., & Lewis, F. L. (2009). Adaptive optimal control for continuous-time linear systems based on policy iteration. Automatica, 45(2), 477-484.
Yang, P. C., & Wee, H. M. (2006). A collaborative inventory system with permissible delay in payment for deteriorating items. Mathematical and computer modelling, 43(3-4), 209-221.
Zaher, H., & Zaki, T. T. (2014). Optimal control theory to solve production inventory system in supply chain manage-ment. Journal of Mathematics Research, 6(4), 109.