Decision making on consistent customer centric inventory model with quality sustenance and smart warehouse management cost parameters




Consistent customer, quality, warehouse management, inventory


Customer acquaintance and the quality of the products decide the survival span of all the business sectors. Every production firm attempts to manufacture novel products with attractive and compatible features to satisfy the demands of different types of customers, especially with a special preference for the consistent kind of customers. A decision-making inventory model compassing the initiatives taken by the production firm for consistent customers is developed with the inclusion of costs associated with quality conservation and warehouse management. The reliability of the model is validated with numerical examples and inferences on parametric variations are made by comparing the results employing MATLAB software. The proposed model shall be further discussed in a fuzzy environment


Download data is not yet available.


A K, M. D. C., Bansal, K. K., & Kumar, S. (2017). Inventory Model with Quadratic Demand under the Two Warehouse Management System. International Journal of Engineering and Technology, 9(3), 2299–2303.

Bhavani, G. D., Meidute-Kavaliauskiene, I., Mahapatra, G. S., & Činčikaitė, R. (2022). A Sustainable Green Inventory System with Novel Eco-Friendly Demand Incorporating Partial Backlogging under Fuzziness. Sustainability (Switzerland), 14(15).

Chandra, S. (2021). Two Warehouse Inventory Model with Price Discount on Backorders under Stock Dependent Demand Environment. International Journal of Operations Research, 18(4), 97–104.

Duary, A., Das, S., Arif, M. G., Abualnaja, K. M., Khan, M. A. A., Zakarya, M., & Shaikh, A. A. (2022). Advance and delay in payments with the price-discount inventory model for deteriorating items under capacity constraint and partially backlogged shortages. Alexandria Engineering Journal, 61(2), 1735–1745.

Kaliraman, N. K., Raj, R., Chandra, S., & Chaudhary, H. (2017). Two warehouse inventory model for deteriorating item with exponential demand rate and permissible delay in payment. Yugoslav Journal of Operations Research, 27(1), 109–124.

Kumar, B. A., Paikray, S. K., & Dutta, H. (2020). Cost optimization model for items having fuzzy demand and deterioration with two-warehouse facility under the trade credit financing. AIMS Mathematics, 5(2), 1603–1620.

Kumar Das, A., & Kumar Roy, T. (2017). Fractional Order Generalized EPQ model. In International Journal of Computational and Applied Mathematics (Vol. 12, Issue 2).

Kumar Sett, B., Sarkar, B., & Goswami, A. (2012). A two-warehouse inventory model with increasing demand and time varying deterioration. Scientia Iranica, 19(6), 1969–1977.

Lee, C. C. (2006). Two-warehouse inventory model with deterioration under FIFO dispatching policy. European Journal of Operational Research, 174(2), 861–873.


Panda, G. C., Khan, M. A. A., & Shaikh, A. A. (2019). A credit policy approach in a two-warehouse inventory model for deteriorating items with price- and stock-dependent demand under partial backlogging. Journal of Industrial Engineering International, 15(1), 147–170.

Rastogi, M., Singh, S. R., Kushwah, P., & Tayal, S. (2017). Two warehouse inventory policy with price dependent demand and deterioration under partial backlogging. Decision Science Letters, 6(1), 11–22.

Singh, S. R., Kumari, R., & Kumar, N. (2011). Fuzzy Sets and Systems. In International Transactions in Mathematical Sciences & Computer, International Transactions in Applied Sciences, and Reflections des ERA Journal of Mathematical Sciences (Vol. 2, Issue 4).

Singh, S. R., & Malik, A. K. (2010). Optimal ordering policy with linear deterioration, exponential demand and two storage capacity. In International Journal of Mathematical Sciences (Vol. 9, Issue 4).

Singh, S. R., & Rathore, H. (2016). A two-warehouse inventory model with preservation technology investment and partial backlogging. Scientia Iranica, 23(4), 1952–1958.

Yadav, A. S., & Swami, A. (2013). A Two-Warehouse Inventory Model for Decaying Items with Exponential Demand and Variable Holding Cost. In International Journal of Inventive Engineering and Sciences (IJIES) (Issue 1).

Yang, H. L. (2004). Two-warehouse inventory models for deteriorating items with shortages under inflation. European Journal of Operational Research, 157(2), 344–356.



How to Cite

Miriam, R., Martin, N., & Rezaei, A. (2023). Decision making on consistent customer centric inventory model with quality sustenance and smart warehouse management cost parameters. Decision Making: Applications in Management and Engineering, 6(2), 341–371.