Research on key problems of electronic product production process based on hypothesis testing and integer programming

Authors

  • Zhishen Chen

DOI:

https://doi.org/10.54097/stzszw67

Keywords:

Electronic product manufacturing, Production decision, Hypothesis testing, Integer programming, Monte Carlo simulation.

Abstract

In the fierce competition pattern of modern electronic product manufacturing industry, quality control and production decision optimization are the key to improve the economic benefits and market competitiveness of enterprises. In this paper, a set of solutions based on hypothesis testing and integer programming is proposed for the evaluation and reception of spare parts in the production process of electronic products, production decision optimization and other issues. First of all, this paper uses the hypothesis test method to establish a sampling detection model, and realizes the specific sampling detection scheme with as few detection times as possible in the face of the problem of different reliability detection under the total condition of the defective rate of 0.1. Secondly, aiming at the multi-stage decision-making problem in the production process, this paper establishes an integer programming model and combines the Monte Carlo simulation algorithm to optimize the production decision. The model constructed in this study can provide theoretical reference and technical support for the production quality control and decision optimization of electronic products.

Downloads

Download data is not yet available.

References

[1] Qiao Jing. Application of hypothesis testing in industrial product quality judgment [J]. Electromechanical information, 2020, (27): 142-143.

[2] Zheng Yongle. A Failure Rate Assessment Method Based on Failure Data and Hypothesis Testing [J]. Civil Aircraft Design and Research, 2024, (04): 71-75.

[3] Jiao Xianjun, Tong Principal, Li Mingqiang. Mining protective layer and pre-drainage coal seam gas outburst prevention effect analysis [J]. Coal technology, 2024,43 (02): 118-120.

[4] DNA tetrahedron pedestrian computing model for 0-1 integer programming problem [J]. Journal of Fuyang Normal University (Natural Science Edition), 2020,37 (02): 89-94.

[5] Li Feng, Feng Sanying, Zhu Jietang. An Analysis of Two Types of Errors in Statistical Quality Management Techniques [J]. Management Engineer, 2021,26 (04): 17-22.

[6] Yuan Ou, He Shan. Research on Z test and T test based on python [J]. Public Standardization, 2022, (15): 174-176.

[7] Deng Shuo. The practical exploration of the Monte Carlo method in cultivating students ' computational thinking [J]. China Modern Education Equipment, 2024, (16): 45-48.

[8] Zhang Yuhui, Li Qingqing, Pan Xiaoheng. Monte Carlo tree search experimental design - Black and white chess as an example [J]. Techwind, 2024, (29): 112-115.

[9] Xu Changming, Zhou Qilei, Wang Yichuan, etc. Monte Carlo graph search for maintaining global game graph [J]. Journal of Chongqing University of Technology (Natural Science), 2024,38 (05): 130-136.

[10] Week will be. Reliability Analysis of Flood Control Facilities Based on Monte Carlo Simulation [J]. Value Engineering, 2024,43 (10): 150-153.

Downloads

Published

02-07-2025

How to Cite

Chen, Z. (2025). Research on key problems of electronic product production process based on hypothesis testing and integer programming. Highlights in Science, Engineering and Technology, 146, 148-155. https://doi.org/10.54097/stzszw67