Research on enterprise production quality control strategy based on hypothesis testing and dynamic programming
DOI:
https://doi.org/10.54097/98y8kv76Keywords:
Hypothesis testing, Dynamic programming, multi-stage decision making, Cost optimization, Quality control.Abstract
In the process of large-scale production of enterprises, the cost of product testing is high. This study aims to construct a production optimization decision method based on dynamic programming model for enterprises facing problems such as unbalanced capacity utilization, high inventory cost and unreasonable planning in the production process. First, this paper uses hypothesis testing to determine the reasonable sample sampling measurement, and constructs the production optimal decision model through dynamic programming. Then, based on the hypothesis testing model, the minimum sample size under different confidence levels was determined: 271 sample sizes for 90% confidence, 385 sample sizes for 95% confidence, and the optimal control of detection times was realized. Finally, through the reverse solution of multi-stage programming, the total cost was minimized as the goal, and six optimal detection strategies were obtained. The research shows that this method can effectively guarantee product quality and control cost, provide scientific basis for production decision-making of enterprises, and help enterprises to enhance competitiveness.
Downloads
References
[1] Xin Delin, Chen Yibing, Liu Jiao, et al. Research and application of decision model of coal enterprise based on big Data [J]. Coal Engineering, 2024, 56 (04): 204 - 209.
[2] Wang Youle, Miao Zhengjian, Wang Feng, et al. Optimization method of sampling scheme for compaction quality considering true-rejecting and true-rejecting problems [J/OL]. Journal of Hydroelectric Power, 1 - 10 [2025 - 03 - 25].
[3] Wang Junhu. Determination of necessary sample size based on Interval Estimation based on Hypothesis Testing [J]. Statistics and Decision, 2023.
[4] Li Bo, Hu Yuqian, Zhang Yong, et al. Q Matrix optimization based on DINA model of cognitive diagnosis: a new strategy combining sample screening and hypothesis testing [J]. Journal of central China normal university (natural science edition), 2025, 59 (01): 111 - 124.
[5] Zeng Xi-Kai, Sun Feng-Na, GUI Shi-Yu, et al. Research on deformation monitoring in mining area based on dynamic confidence interval hypothesis testing DS-InSAR technique [J]. China Mining Industry, 2019, 33 (11): 95 - 104.
[6] Cao Hanqi, Su Peng, Liu Fei. A Linear Approximation Iterative Dynamic Programming Algorithm for Chemical Processes [C]// Process Control Committee of Chinese Society of Automation, Chinese Society of Automation. Proceedings of the 35th China Process Control Conference. Key Laboratory of Advanced Process Control in Light Industry, Ministry of Education, Jiangnan University, 2024.
[7] Dong Jian, Li Shichao, Tang Huaping, et al. Research on Optimization of Enterprise Cooperative Production Decision Process based on DMAIC [J]. Equipment Management and Maintenance, 2024.
[8] Jiang Jing, Wu Yi. Research on Decision optimization technology of hospital referral System based on optimal computation allocation method [J]. Electronic design engineering, 2025 (6): 104 - 108.
[9] Wen Jiayan, Wang Zilin, Geng Shuangshuang, et al. Vehicle-road cooperative control of urban single-crossing intersection based on Dynamic programming [J/OL]. Journal of Guangxi University of Science and Technology, 1 - 12 [2025 - 03 - 25].
[10] Song Han, Cui Na, Zhang Yanping. A multi-objective dynamic programming model for emergency materials allocation considering time window and equity [J/OL]. Chinese journal of safety science, 1 - 11 [2025 - 03 - 25].
Downloads
Published
Issue
Section
License
Copyright (c) 2025 Highlights in Science, Engineering and Technology

This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.







