Chanseok PARK

Chanseok PARK

Professor of Industrial Engineering at Pusan National University.

Conference Papers and Manuscripts

  1. Gao, X., Z. Chen, B. Kim, and C. Park (2023). A Note on Location Parameter Estimation using the Weighted Hodges-Lehmann Estimator. arXiv:2309.05359

  2. Park, C. and M. Wang (2023). A goodness-of-fit test for the Birnbaum-Saunders distribution based on the probability plot. arXiv:2308.10150

  3. Jeong, N., B. Son and C. Park (2022). EM 알고리즘을 이용한 기계부품의 고장 원인 및 신뢰성 분석. 대한기계학회 학술대회, 제주국제컨벤션센터 (2022년 11월 9일).

  4. Park, C. and M. Wang (2021). A note on the g and h control charts. arXiv:2101.07575

  5. Park, C. and M. Wang (2018). Empirical distributions of the robustified t-test statistics. arXiv:1807.02215 [ R package ]

  6. Park, C. (2018). Note on the robustification of the Student t-test statistic using the median and the median absolute deviation. arXiv:1805.12256

  7. Park, J.P., C. Park, and C. B. Bahn (2018). A Statistical Analysis on Modeling Uncertainty Through Crack Initiation Tests. In Jackson J., Paraventi D., Wright M. (eds) Proceedings of the 18th International Conference on Environmental Degradation of Materials in Nuclear Power Systems – Water Reactors. The Minerals, Metals & Materials Series. Springer, Cham. doi:10.1007/978-3-319-68454-3_59

  8. Park, J.P., C. Park, and C. B. Bahn (2017). A Study on Development of Probabilistic Crack Initiation Model for Alloy 182 Weld. 대한기계학회 재료 및 파괴부문 춘계학술대회 173-174 (KSME-17MF-Fr04B004).

  9. Park, J.P., C. Park, and C. B. Bahn (2017). Effects of Experimental Conditions on Estimation Uncertainty of Crack Initiation Model Parameters. 대한기계학회 신뢰성부문 춘계학술대회 51-51 (KSME-17RE-Th03A001)

  10. Park, C. (2016). On the existence of the location parameter estimate of the three-parameter Weibull model using the Weibull plot. In The 7th Asia-Pacific International Symposium on Advance Reliability and Maintenance Modelling (APARM 2016), August 24-26, Seoul, Korea.

  11. Park, C. (2015). Parameter Estimation of the Three-Parameter Weibull Model Using the Sample Correlation Coefficient from the Weibull Plot. In Proceedings of the Second East Asia Workshop on Industrial Engineering, 37-43, Seoul, Korean Institute of Industrial Engineers.

  12. Lee, M. and C. Park (2012). A Note On the Use of Fiducial Limits for Control Charts. arXiv:1203.3882

  13. Park, C and S. B. Lee (2012). Parameter Estimation from Censored Samples using the Expectation-Maximization Algorithm arXiv:1203.3880

  14. Park, C. (2012). Note on the closed-form MLEs of k-component load-sharing systems. arXiv:1203.3747

  15. Park, C. (2006). Smooth nonparametric estimation of a quantile function under right censoring using beta kernels. doi:10.13140/RG.2.2.24395.67361 [ Link ]