Chun Yi Lee
National Chiayi University
4 Papers
Chun Yi Lee is an academic researcher from National Chiayi University. The author has contributed to research in topics: Process capability & Multivariate statistics. The author has an hindex of 2, co-authored 2 publications. Previous affiliations of Chun Yi Lee include National Cheng Kung University.
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Papers
Development of a New Process Incapability Index with an Application to the Evaluation of Manufacturing Risk
Jeh-Nan Pan,Chun Yi Lee +1 more
TL;DR: In this article, a new process incapability index using desirability function is proposed in order to accurately measure the process performance for both symmetric and asymmetric tolerances, the relationship between various new process adequability indices and their associated nonconforming rates has also been explored.
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Multi-model Comparison of Cardiac Segmentation Model for Angiocardiography by Deep Learning
HsiangWei Hu,Youmo Hu,Yun-Ting Lee,Wei Li,Nai-Yun Tung,Ren-Syuan Huang,Chun Yi Lee,Wei-Ting Chang +7 more
- 27 May 2022
TL;DR: In this article , three neural networks including DenseNet, EfficientNet, and ResNet are introduced for cardiac area calculation, and the best model with a mean dice accuracy of 0.91 was proposed.
Automatic Detection of Cardiac Ejection Rate in Left Ventricular Photography Using Deep Learning
Wenyuan Lin,HsiangWei Hu,Nai-Yun Tung,Ren-Syuan Huang,Wei Li,You-Ming Hu,Sheng-Yao Huang,Shin-Yu Kao,Chun Yi Lee,Shao-Ni Shih,Chin-Yu Wu,Wei Ting Chang +11 more
- 27 May 2022
TL;DR: In this article , deep learning models are introduced to reduce clinical interpretation errors and provide information on cardiac function and local cardiac systolic abnormalities in a short period, then, clinicians can easily make medical decisions and judgments.
New capability indices for evaluating the performance of multivariate manufacturing processes
Jeh-Nan Pan,Chun Yi Lee +1 more
TL;DR: This article develops two novel indices; NMCp and NMCpm, taking the correlation among multiple quality characteristics into account and demonstrating that the true performance of multivariate processes are accurately reflected in these indices and in their associated interval estimates.