博碩士論文 110522014 詳細資訊




以作者查詢圖書館館藏 以作者查詢臺灣博碩士 以作者查詢全國書目 勘誤回報 、線上人數:153 、訪客IP:18.190.156.214
姓名 吳奕辰(Yi-Chen Wu)  查詢紙本館藏   畢業系所 資訊工程學系
論文名稱 採多變量迴歸樹在合成資料集中識別最佳製造參數以同時降低多種紡織瑕疵
(Adopting multiple response regression tree to identify the optimal manufacturing parameters in synthetic datasets to reduce various fabric defects)
相關論文
★ 基於最大期望算法之分析陶瓷基板機器暗裂破片率★ 基於時間序列預測的機器良率預測
★ 基於OpenPose特徵的行人分心偵測★ 建構深度學習CNN模型以正確分類傳統AOI模型之偵測結果
★ 一種結合循序向後選擇法與回歸樹分析的瑕疵肇因關鍵因子擷取方法與系統-以紡織製程為例★ 融合生成對抗網路及領域知識的分層式影像擴增
★ 針織布異常偵測方法研究★ 基於工廠生產資料的異常機器維修預測
★ 萃取駕駛人在不同環境之駕駛行為方法★ 基於刮痕瑕疵資料擴增的分割拼接影像生成
★ 應用卷積神經網路於航攝影像做基於坵塊的水稻判釋之研究★ 採迴歸樹進行規則探勘以有效同時降低多種紡織瑕疵
★ 應用增量式學習於多種農作物判釋之研究★ 應用自動化測試於異質環境機器學習管道之 MLOps 系統
★ 農業影像二元分類:坵塊分離的檢測★ 應用遷移學習於胚布瑕疵檢測
檔案 [Endnote RIS 格式]    [Bibtex 格式]    [相關文章]   [文章引用]   [完整記錄]   [館藏目錄]   至系統瀏覽論文 (2025-11-13以後開放)
摘要(中) 臺灣紡織品是世界機能性紡織品消費市場主要原料供應來源之一,在紡織產業中,瑕疵品的出現是不可避免且持續存在的一個問題,尤其是在生產線的過程中有許多機器參數的設定干預到了最終產品的良率,降低了產品的價值和製造商的利潤。
如何有效同時降低多種紡織瑕疵是本研究之重點,目的在於找出對多種瑕疵種類與資料集特徵,本研究對生成型資料集進行數據分析以及規則探勘,選擇並找出對相對應的瑕疵種類有重大影響之特徵集,辨識出每個關鍵特徵的最佳範圍,並且將各關鍵特徵之範圍合成為規則。
此規則能提供給製造工程師當作調整參數的建議,並結合製造工程師之經驗,使最終紡織產品的良率得到改善。本研究的實驗結果闡明,在不同種類的資料集中需要使用不同的方法來進行規則探勘,以求得最佳的規則來改善紡織產品的良率,因此,本研究將會使用兩種不同的方法來對同一資料集進行分析與比較。
摘要(英) The textiles of Taiwan serve as one of the primary raw material sources for the global functional textile consumption market. Within this manufacturing, the occurrence of defects is an unavoidable and persistent issue. Particularly, myriad machine parameters during the production line process exert an influence on the final product′s yield rate, subsequently depreciating the product′s value and eroding the profit margins for manufacturers.
A central tenet of this study is the effective mitigation of various textile defects. Our objective is to discern patterns among multiple defect types and key parameters or features in the dataset. In this pursuit, we undertook data analysis and do the rule mining on synthetic datasets. After key features that significantly impact corresponding defect types were identified. Each key feature′s optimal range was delineated, and a merged set of rules encapsulating the ranges of these key features was constructed.
These rules proffer suggestions for manufacturing engineers to refine parameter adjustments, and when integrated with the engineers′ experiential knowledge, can enhance the yield rate of the final textile products. Experimental results of this study show that different dataset types necessitate distinct rule-mining methodologies to optimize textile product yield rates. Consequently, this research employed two disparate methods to analyze and compare a singular dataset.
關鍵字(中) ★ 規則探勘
★ 特徵選取
★ 決策樹
★ 多變量
關鍵字(英)
論文目次 摘要 i
Abstract ii
致謝 iii
目錄 iv
圖目錄 vi
表目錄 vii
一、 緒論 1
1-1 研究背景 1
1-2 研究動機與目的 3
1-3 問題定義與研究貢獻 4
1-4 論文架構 5
二、 相關研究 6
2-1 CART algorithm 6
2-2 MR-CART algorithm 8
2-3 MPORG 9
2-4 Linear regression for parameter optimization 11
2-5 PRIM algorithm 12
2-6 Compare with proposed method 13
三、 解決方案 14
3-1 資料集前處理及其介紹 15
3-2 特徵選取 18
3-3 訓練多變量迴歸樹 (Multiple response regression tree, MR-tree) 22
四、 實驗與討論 24
4-1 評估方法 24
4-1.1 Recall 26
4-1.2 Precision 26
4-1.3 Running Time 27
4-2 實驗資料集 27
4-3 實驗一 30
4-3.1 實驗動機與目的 30
4-3.2 實驗方法 30
4-3.3 實驗結果 31
五、 結論與未來展望 42
5-1 論文總結 42
5-2 未來展望 42
參考文獻 44
參考文獻 [1] 王建敏:紡織業製程數位化—品質與交期的改善策略。2020年3月18日,取自https://reurl.cc/x62Zn4
[2] 中華民國紡織業拓展會:2022年台灣紡織工業概況。2023年7月12日,取自https://www.textiles.org.tw/ttf/main/content/ContentDesc.aspx?menu_id=95
[3] Lewis, Roger J. "An introduction to classification and regression tree (CART) analysis." Annual meeting of the society for academic emergency medicine in San Francisco, California. Vol. 14. San Francisco, CA, USA: Department of Emergency Medicine Harbor-UCLA Medical Center Torrance, 2000.
[4] Pedregosa, Fabian, et al. "Scikit-learn: Machine learning in Python." the Journal of machine Learning research 12 (2011): 2825-2830.
[5] Lee, D. H., Kim, S. H., Kim, E. S., Kim, K. J., & He, Z. "MR-CART: Multiresponse optimization using a classification and regression tree method." Quality Engineering 33.3 (2021): 457-473.
[6] Wahyuni, I., Chang, C. C., Yang, H. S., Wang, W. J., & Liang, D. "Multistage Parameter Optimization for Rule Generation for Multistage Manufacturing Processes." IEEE Transactions on Industrial Informatics (2023).
[7] Montgomery, Douglas C., Elizabeth A. Peck, and G. Geoffrey Vining. Introduction to linear regression analysis. John Wiley & Sons, 2021.
[8] Lee, Myeong-Soo, and Kwang-Jae Kim. "MR-PRIM: patient rule induction method for multiresponse optimization." Quality Engineering 20.2 (2008): 232-242.
[9] NASSIH, Rym, and Abdelaziz BERRADO. "Towards a patient rule induction method based classifier." 2019 1st International Conference on Smart Systems and Data Science (ICSSD) (pp. 1-5). Rabat, Morocco. IEEE, 2019.
[10] 倢愷:Scikit Learn 0.24 更新 SequentialFeatureSelector 介紹。2021年2月10日,取自https://reurl.cc/y6G53D
[11] Raschka, Sebastian. "MLxtend: Providing machine learning and data science utilities and extensions to Python’s scientific computing stack." Journal of open source software 3.24 (2018): 638.
[12] Lee, Dong-Hee, So-Hee Kim, and Kwang-Jae Kim. "Multistage MR-CART: Multiresponse optimization in a multistage process using a classification and regression tree method." Computers & Industrial Engineering 159 (2021): 107513.
[13] Wang, Bo, and Tao Chen. "Gaussian process regression with multiple response variables." Chemometrics and Intelligent Laboratory Systems 142 (2015): 159-165.
[14] Mukhopadhyay, Arunangshu, Vinay Kumar Midha, and Nemai Chandra Ray. "Multi-objective optimization of parametric combination of injected slub yarn for producing knitted and woven fabrics with least abrasive damage." Research Journal of Textile and Apparel 21.2 (2017): 111-133.
[15] Kwakkel, Jan H., and Marc Jaxa-Rozen. "Improving scenario discovery for handling heterogeneous uncertainties and multinomial classified outcomes." Environmental Modelling & Software 79 (2016): 311-321.
[16] Liang, Hua, and Hulin Wu. "Parameter estimation for differential equation models using a framework of measurement error in regression models." Journal of the American Statistical Association 103.484 (2008): 1570-1583.
[17] Arulsudar, N., N. Subramanian, and R. S. R. Murthy. "Comparison of artificial neural network and multiple linear regression in the optimization of formulation parameters of leuprolide acetate loaded liposomes." J Pharm Pharm Sci 8.2 (2005): 243-258.
[18] Dao-de, Sun. "Selection of the linear regression model according to the parameter estimation." Wuhan University Journal of Natural Sciences 5.4 (2000): 400-405.
[19] YANG,HUA-SHENG, “Adopting regression tree for rules mining to effectively reduce various fabric defects simultaneously”, National Central University, Master thesis, 2022.
[20] Chakraborty, Samit, Marguerite Moore, and Lisa Parrillo-Chapman. "Automatic Printed Fabric Defect Detection Based on Image Classification Using Modified VGG Network." International Conference on Applied Human Factors and Ergonomics (pp. 384-393). San Diego, CA, USA. Cham: Springer International Publishing, 2021.
[21] Arora, Parul, and Madasu Hanmandlu. "Detection of defects in fabrics using information set features in comparison with deep learning approaches." The Journal of The Textile Institute 113.2 (2022): 266-272.
[22] Kim, Seong-Jun, and Kang Bae Lee. "Constructing decision trees with multiple response variables." International Journal of Management and Decision Making 4.4 (2003): 337-353.
[23] Tsymbal, A., Cunningham, P., Pechenizkiy, M., & Puuronen, S. "Search strategies for ensemble feature selection in medical diagnostics." 16th IEEE Symposium Computer-Based Medical Systems, 2003. Proceedings.. IEEE, 2003.
[24] Uyanık, Gülden Kaya, and Neşe Güler. "A study on multiple linear regression analysis." Procedia-Social and Behavioral Sciences 106 (2013): 234-240.
[25] Nasrin, T., Pourali, M., Pourkamali-Anaraki, F., & Peterson, A. M. "Active learning for prediction of tensile properties for material extrusion additive manufacturing." Scientific Reports 13.1 (2023): 11460.
[26] Kim, Sungshin, and George J. Vachtsevanos. "An intelligent approach to integration and control of textile processes." Information Sciences 123.3-4 (2000): 181-199.
[27] Dema, M., Turner, C., Sari-Sarraf, H., & Hequet, E. "Machine vision system for characterizing horizontal wicking and drying using an infrared camera." IEEE Transactions on Industrial Informatics 12.2 (2016): 493-502.
[28] Bouatmane, S., Roula, M. A., Bouridane, A., & Al-Maadeed, S. "Round-Robin sequential forward selection algorithm for prostate cancer classification and diagnosis using multispectral imagery." Machine Vision and Applications 22 (2011): 865-878.
[29] Naheed, N., Shaheen, M., Khan, S. A., Alawairdhi, M., & Khan, M. A. "Importance of Features Selection, Attributes Selection, Challenges and Future Directions for Medical Imaging Data: A Review." CMES-Computer Modeling in Engineering & Sciences 125.1 (2020).
[30] Jović, Alan, Karla Brkić, and Nikola Bogunović. "A review of feature selection methods with applications." 2015 38th international convention on information and communication technology, electronics and microelectronics (MIPRO). Ieee, 2015.
[31] Dunne, Kevin, Padraig Cunningham, and Francisco Azuaje. "Solutions to instability problems with sequential wrapper-based approaches to feature selection." Journal of Machine Learning Research 1 (2002): 22.
[32] Almetwally, Alsaid Ahemd. "Multi-objective optimization of woven fabric parameters using Taguchi–Grey relational analysis." Journal of Natural fibers 17.10 (2020): 1468-1478.
[33] Vachtsevanos, G. J., Dorrity, J. L., Kumar, A., & Kim, S. "Advanced application of statistical and fuzzy control to textile processes." IEEE transactions on industry applications 30.3 (1994): 510-516.
[34] Hussain, Tanveer, Abdul Jabbar, and Shakeel Ahmed. "Comparison of regression and adaptive neuro-fuzzy models for predicting the compressed air consumption in air-jet weaving." Fibers and Polymers 15 (2014): 390-395.
[35] Bose, Indranil, and Radha K. Mahapatra. "Business data mining—a machine learning perspective." Information & management 39.3 (2001): 211-225.
[36] Langley, Pat, and Herbert A. Simon. "Applications of machine learning and rule induction." Communications of the ACM 38.11 (1995): 54-64.
[37] Stark, K. D., and Dirk U. Pfeiffer. "The application of non-parametric techniques to solve classification problems in complex data sets in veterinary epidemiology-an example." Intelligent Data Analysis 3.1 (1999): 23-35.
[38] Long, X., Fang, B., Zhang, Y., Luo, G., & Sun, F. "Fabric defect detection using tactile information." 2021 IEEE International Conference on Robotics and Automation (ICRA) (pp. 11169-11174). Xi′an, China. IEEE, 2021.
指導教授 梁德容 審核日期 2023-11-13
推文 facebook   plurk   twitter   funp   google   live   udn   HD   myshare   reddit   netvibes   friend   youpush   delicious   baidu   
網路書籤 Google bookmarks   del.icio.us   hemidemi   myshare   

若有論文相關問題,請聯絡國立中央大學圖書館推廣服務組 TEL:(03)422-7151轉57407,或E-mail聯絡  - 隱私權政策聲明