Research On Decision Optimization of Multi-Stage Production Process Based on Decision Tree Model and Simulated Annealing Algorithm

Authors

  • Shaoshuai Xu

DOI:

https://doi.org/10.54097/5spgpe97

Keywords:

Sampling detection, Optimal decision detection at each stage, Decision tree model, Profit maximization, Simulated annealing algorithm.

Abstract

The control of the defective rate of spare parts and finished products in the production process of enterprises is very important for product quality and economic benefit. This paper probes into whether the optimal decision scheme is made for the products generated at each stage in the production process after an enterprise gets the defective rate from sampling inspection, and comprehensively uses the multi-stage decision model and simulated annealing algorithm to discuss and answer. Firstly, a decision tree model is established for a simple process, an objective function is set up to maximize profit, and the possible decisions and results of each link are calculated. Then the optimal decision scheme and results are obtained by simulated annealing algorithm. Secondly, for more complex processes, a comprehensive multi-stage decision model is established, the possible decisions and results of each part and each process are calculated, the objective function of total profit is set up, and the optimal scheme is solved by simulated annealing algorithm. The results show that the decision tree model and simulated annealing algorithm can effectively solve the optimization problem of multi-stage detection decision in the production process of enterprises, so as to help enterprises achieve profit maximization.

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References

[1] Cao Li, Yang Ke, Jiang Ziyao. Research on Ship maintenance optimization method based on Simulated annealing algorithm [J]. China Ship Repair,2024,37(S1):58-62.

[2] Shen Chunya, Fang Liaoliao, Peng Laihu, et al. Production Scheduling Model of warping preparation Workshop based on Adaptive Simulated Annealing Algorithm [J]. Acta Textile Sinica,2024,45(03):81-86.

[3] Song Kang, Liu Xin-Liang, Luo Xiao-xia, et al. Optimization of hospitalization cost and case mix in patients with obstructive hydronephrosis based on decision tree model [J]. West China Medical Journal,2023,38(10):1530-1536.

[4] Chen Xu. Application of Decision tree Analysis Method in project duration optimization [J]. Modern Information Technology,2019,3(23):98-100.

[5] Luo Zican, Ling Shanni, Tong Caiyin. Analysis of supply chain coordination mechanism considering retailer product sampling testing [J]. Journal of Shanxi Datong University (Natural Science Edition),2023,39(03):61-70. (In Chinese)

[6] Real Estate Selling Agent in Bellingham, WA, Offers Proven Strategies for Maximizing Home Sale Profits[J].M2 Presswire,2024,

[7] Zhang Chao, Qiu Xiaoyong. Research on Smart Grid scheduling decision Method based on Simulated Annealing Algorithm [J]. Electrical Technology & Economics,2024, (10):60-62.

[8] Sun Yuxuan. Research on balance improvement of A product assembly line based on improved simulated fire snake optimization algorithm [D]. Hebei University of Science and Technology,2023.

[9] Qiao Mengqi, Zhou Decheng. Dynamic monitoring of winter wheat in North China Plain using dynamic threshold decision tree classification [J]. Transactions of the Chinese Society of Agricultural Engineering, 2019,40(08):125-132.

[10] Wang Yingjie. Research on mining earthquake prediction in coal mine based on decision tree model [J]. Energy & Energy Conservation,2024, (11):30-32.

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Published

17-03-2025

How to Cite

Xu, S. (2025). Research On Decision Optimization of Multi-Stage Production Process Based on Decision Tree Model and Simulated Annealing Algorithm. Highlights in Business, Economics and Management, 53, 350-359. https://doi.org/10.54097/5spgpe97