基本資料

    教師姓名：徐鵬翔

    職稱：副教授兼研發長

    e-mail：phhsu@ukn.edu.tw

    分機：273、107

專長

    統計學、物流管理、企業資源規劃、生產排程

學歷

經歷

期刊論文

1. C.C. Wu, X. Zhang, A. Azzouz, W.L. Shen, S.R. Cheng, P.H. Hsu, W.C. Lin* (2021) Metaheuristics for two-stage flow-shop assembly problem with a truncation learning function. Engineering Optimization, 53(5), 843-866. (SCI)
2. Y.P. Chao*, S.R. Cheng, C.H. Shih, K. Yu, P.H. Hsu, H. Chen, W.H. Wu (2021) A hybrid heuristic for agent-based scheduling problem with an ordinal scale objective criterion. Journal of Information and Optimization Sciences, 42(1), 109-134. (ESCI)
3. A. Azzouz*, P.A. Pan, P.H. Hsu, W.C. Lin, S. Liu, L.B. Said, C.C. Wu (2020). A two-stage three-machine assembly scheduling problem with a truncation position-based learning effect. Soft Computing, 24(14), 10515-10533. (SCI)
4. D.J. Wang, C.C. Kang, Y.R. Shiau, C.C. Wu, P.H. Hsu* (2017.04). A two-agent single-machine scheduling problem with late work criteria. Soft Computing, 21(8), 2015-2033. (SCI)
5. D.J. Wang, Y. Yin, W.H. Wu, W.H. Wu, C.C. Wu, P.H. Hsu* (2017.02). A two-agent single-machine scheduling problem to minimize the total cost with release dates. Soft Computing, 21(3), 805-816. (SCI)
6. W.H. Wu, Y. Yin*, S.R. Cheng, P.H. Hsu, C.C. Wu (2014.12). Genetic algorithm for a two-agent scheduling problem with truncated learning consideration. Asia-Pacific Journal of Operational Research, 31(6), 1450046 (23 pages). (SCI)
7. W.H. Wu, Y. Yin, W.H. Wu, C.C. Wu, P.H. Hsu* (2014.04). A time-dependent scheduling problem to minimize the sum of the total weighted tardiness among two agents. Journal of Industrial and Management Optimization, 10(2), 591-611. (SCI)
8. K. Lai, P.H. Hsu, P.H. Ting, C.C. Wu* (2014.03). A truncated sum of processing-times-based learning model for a two-machine flowshop scheduling problem. Human Factors and Ergonomics in Manufacturing & Service Industries, 24(2), 152-160. (SCI).
9. D.C. Li, P.H. Hsu*, C.C. Chang (2014.03). A genetic algorithm-based approach for single-machine scheduling with learning effect and release time. Mathematical Problems in Engineering, Article ID 249493, 12 pages. (SCI,)
10. C.C. Wu, W.H. Wu, W.H. Wu, P.H. Hsu, Y. Yin*, J. Xu (2014.01). A single-machine scheduling with a truncated linear deterioration and ready times. Information Sciences, 256, 109-125. (SCI)
11. D.C. Li, P.H. Hsu* (2013.07). Competitive two-agent scheduling with learning and release times on a single-machine. Mathematical Problems in Engineering, Article ID 754826, 9 pages. (SCI)
12. C.C. Wu, W.H. Wu, P.H. Hsu, K. Lai* (2012.10). A two-machine flowshop scheduling problem with a truncated sum of processing-times-based learning function. Applied Mathematical Modelling, 36(10), 5001-5014. (SCI)
13. D.C. Li, P.H. Hsu* (2012.07). Solving a two-agent single-machine scheduling problem considering learning effect. Computers & Operations Research, 39(7), 1644-1651. (SCI)
14. C.C. Wu, J.C. Chen, W.H. Wu, P.H. Hsu, W.H. Wu* (2011.12). Simulated annealing algorithms for the two-machine makespan flowshop scheduling with truncated learning consideration. International Journal of Industrial Engineering - Theory, Applications and Practice, 18(8), 432-443. (SCI)
15. D.C. Li, P.H. Hsu*, C.C. Wu, T.C.E. Cheng (2011.10). Two-machine flowshop scheduling with truncated learning to minimize the total completion time. Computers & Industrial Engineering, 61(3), 655-662. (SCI)
16. C.C. Wu*, P. H. Hsu, J.C. Chen, N.S. Wang, W.H. Wu (2011.07). Branch-and-bound and simulated annealing algorithms for a total weighted completion time scheduling with ready times and learning effect. International Journal of Advanced Manufacturing Technology. 55(1-4), 341-353. (SCI)
17. C.C. Wu*, P.H. Hsu, J.C. Chen, N.S. Wang (2011.07). Genetic algorithm for minimizing the total weighted completion time scheduling problem with learning and release times. Computers & Operations Research, 38(7), 1025-1034. (SCI)
18. T.C.E. Cheng, S.R. Cheng, W.H. Wu, P.H. Hsu, C.C. Wu* (2011.05). A two-agent single-machine scheduling problem with truncated sum-of-processing-times-based learning considerations. Computers & Industrial Engineering, 60 (4), 534-541. (SCI)
19. C.C. Wu*, P.H. Hsu, K. Lai (2011.01). Simulated-annealing heuristics for the single-machine scheduling problem with learning and unequal job release times. Journal of Manufacturing Systems, 30(1), 54-62. (SCI)
20. W.C. Lee, C.C. Wu*, P.H. Hsu (2010.02). A single-machine learning effect scheduling problem with release times. Omega, The International Journal of Management Science, 38(1-2), 3-11. (SSCI)

研討會論文

1. Simulated annealing algorithm for two-agent scheduling problem with learning effect, 2012 第七屆國際健康資訊管理研討會論文集，台南：中華醫事科技大學2012年4月。

2. Minimizing the total completion time in a two-machine flowshop scheduling with truncated learning model, 2011第四屆資訊科技應用研討會暨專題成果發表會論文集，台南：中華醫事科技大學2011年1月。