陳宏昌老師

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陳宏昌(Chen, Hong-Chang)

一、最高學歷

國立台灣科技大學　資訊管理研究所　博士

 

二、經歷

A主要經歷

國立勤益科技大學資訊管理系教授

國立勤益科技大學資訊管理系副教授

國立勤益科技大學資訊管理系助理教授

國立勤益技術學院資訊管理系助理教授

三、研究領域及專長

  1. 演算法
  2. 資料結構
  3. 圖論

四、研究成果

A期刊論文

  1. T. L. Kung, H. C. Chen*, C. H. Lin, and L. H. Hsu, Three Types of Two-Disjoint-Cycle-Cover Pancyclicity and Their Applications to Cycle Embedding in Locally Twisted Cubes, The Computer Journal, Vol. 64, No. 1, Jan. 2021, pp. 27-37. (SCIE)
  2. S. H. Yu* and H. C. Chen, External Knowledge, Intraorganisational Networks and Exploratory Innovation: an Empirical Examination, Innovation: Organization & Management, Vol. 22, No. 3, Jul. 2020, pp. 250-269. (SSCI)
  3. H. C. Chen, The Panpositionable Pancyclicity of Locally Twisted Cubes, IEICE Transactions on Information and Systems, Vol. E101-D, No. 12 , Dec. 2018, pp. 2902-2907. (NCUT16-R-MM-017) (SCIE)
  4. T. L. Kung and H. C. Chen, Optimizing Hamiltonian Panconnectedness for the Crossed Cube Architecture, Applied Mathematics and Computation, Vol. 331, Aug. 2018, pp. 287-296. (SCI)
  5. H. C. Chen, The Panpositionable Panconnectedness of Crossed Cubes, Journal of Supercomputing, Vol. 74, No. 6, Jun. 2018, pp. 2638-2655. (MOST103-2221-E-167-022) (SCI)
  6. H. C. Chen, T. L. Kung, and L. H. Hsu, An Augmented Pancyclicity Problem of Crossed Cubes, The Computer Journal, Vol. 61, No. 1, Jan. 2018, pp. 54-62. (NSC102–2221-E-167–017) (SCIE)
  7. H. C. Chen, Y. H. Zou, Y. L. Wang, and K. J. Pai, A Note on Path Embedding in Crossed Cubes with Faulty Vertices, Information Processing Letters, Vol. 121, May 2017, pp. 34–38. (SCIE)
  8. D. R. Chen, C. C. Hsu, and H. C. Chen, A Slack Reclamation Method for Reducing the Speed Fluctuations on the DVFS Real-Time Scheduling, IEICE Transactions on Electronics, Vol. E99-C, No. 8, Aug. 2016, pp. 918-925. (SCIE)
  9. H. C. Chen, T. L. Kung, Y. H. Zou, and H. W. Mao, The Fault-Tolerant Hamiltonian Problems of Crossed Cubes with Path Faults, IEICE Transactions on Information and Systems, Vol. E98-D, No. 12 , Dec. 2015, pp. 2116-2122. (NSC100-2221-E-167-018) (SCIE)
  10. T. L. Kung and H. C. Chen, Complete Cycle Embedding in Crossed Cubes with Two-Disjoint-Cycle-Cover Pancyclicity, IEICE Transactions on Fundamentals of Electronics, Communications and Computer Sciences, Vol. E98-A, No. 12, Dec. 2015, pp. 2670-2676. (SCIE)
  11. H. C. Chen, T. L. Kung, and L. Y. Hsu, 2-Disjoint-path-coverable panconnectedness of crossed cubes, Journal of Supercomputing, Vol. 71, No. 7, Jul. 2015, pp. 2767-2782. (SCI)
  12. T. L. Kung and H. C. Chen, Improving the Panconnectedness Property of Locally Twisted Cubes, International Journal of Computer Mathematics, Vol. 91, No. 9, Sep. 2014, pp. 1863-1873. (SCIE)
  13. H. C. Chen, T. L. Kung, and L. H. Hsu, Embedding a Hamiltonian Cycle in the Crossed Cube with Two Required Vertices in the Fixed Positions, Applied Mathematics and Computation, Vol. 217, No. 24, Aug. 2011, pp. 10058-10065. (NSC100-2221-E-167-018) (SCI)
  14. C. H. Liao, C. T. Wang, and H. C. Chen, An Improved Securer and Efficient Nonce-Based Authentication Scheme with Token-Update, Informatica (ISSN: 0868-4952), Vol. 21, No. 3, Sep. 2010, pp. 349-359. (SCIE)

B研討會論文

  1. T. L. Kung*, H. C. Chen, C. H. Lin, and L. H. Hsu, A Note on the Sufficient Conditions of Two-Disjoint-Cycle-Cover Pancyclicity for General Graphs, Proceedings of the 37th Workshop on Combinatorial Mathematics and Computation Theory, 2020, pp. 1-3, Taiwan.
  2. H. C. Chen*, The R-hyper-panconnectedness of Faulty Crossed Cubes, Proceedings of the 11th International Conference on Computer and Electrical Engineering, 2018, Japan.
  3. H. C. Chen, A Discussion on Edge-Pancyclicity of Locally Twisted Cubes, Proceedings of the International Conference on Innovative Trends in Engineering, Technology, Computers and Applied Sciences, 2017, Japan.
  4. H. C. Chen, Cycle Embedding with Prescribed Edges in Crossed Cubes of One Vertex Fault, Proceedings of the International Scientific Conference on Engineering and Applied Sciences, 2016, pp. 139-146, China.
  5. T. L. Kung, H. C. Chen, H. C. Chen, and L. H. Hsu, A Topological Condition for Recognizing Strongly Diagnosable Systems under the Comparison Model, Proceedings of the International Congress on Natural Sciences and Engineering, 2015, pp. 314-319, Japan.
  6. H. C. Chen and T. L. Kung, Path Embeddings in Crossed Cubes of One Vertex Fault, Proceedings of the 2014 Tokyo International Conference on Engineering and Applied Science, 2014, pp. 882-888, Japan.
  7. T. L. Kung, H. C. Chen, L. H. Hsu, and C. L. Wang, Toward the One-to-Two Balanced Disjoint-Path Cover of Matching Composition Networks, Proceeding of the International Computer Symposium, 2014, pp. 65–74, Taiwan. (Frontiers in Artificial Intelligence and Applications, Vol. 274, 2015, pp. 67-76. (EI))
  8. H. C. Chen, T. L. Kung, and L. H. Hsu, Embedding Cycles of Various Lengths in the Crossed Cube with Two Required Vertices in a Designated Distance, Proceedings of the 3rd International Congress on Natural Sciences and Engineering, 2014, pp. 424-428, Japan.
  9. T. L. Kung and H. C. Chen, A Simple Condition for Recognizing Strongly Diagnosable Systems under the PMC Model, Proceedings of the 3rd International Congress on Natural Sciences and Engineering, 2014, pp. 488-493, Japan.
  10. H. C. Chen and Y. H. Zou, Path Embedding of Various Lengths in Crossed Cubes with Faulty Vertices, Proceedings of the 31st Workshop on Combinatorial Mathematics and Computation Theory, 2014, pp. 192-197, Taiwan.
  11. T. L. Kung and H. C. Chen, The Two-Disjoint-Cycle-Cover Pancyclicity of Locally Twisted Cubes, Proceedings of the 2013 National Computer Symposium, 2013, Taiwan.
  12. T. L. Kung and H. C. Chen, On the Two-Disjoint-Cycle-Cover Pancyclicity of Crossed Cubes, Proceedings of the 30th Workshop on Combinatorial Mathematics and Computation Theory, 2013, pp. 294-301, Taiwan.
  13. H. C. Chen, T. L. Kung, and Y. H. Zou, Fault-tolerant Hamiltonicity of Crossed Cubes with Path Faults, Proceedings of the 2013 International Conference on Engineering and Applied Science, 2013, pp. 1532-1537, Japan.
  14. H. C. Chen, T. L. Kung, and H. W. Mao, Fault-tolerant Hamiltonian Connectedness of the Crossed Cube with Path Faults, Proceedings of the 2012 International Conference on Computer Science and Applied Mathematics, 2012, pp. 297-301, Sweden.
  15. T. L. Kung, C. K. Lin, J. J. M. Tan, H. C. Chen, and H. C. Chen, Identifying Restricted-Faults in Multiprocessor Meshes under the PMC Diagnostic Model, Proceedings of the 6th International Conference on Innovative Mobile and Internet Services in Ubiquitous Computing, 2012, pp. 489-493, Italy. (EI)
  16. H. C. Chen, T. L. Kung, and L. H. Hsu, The Hyper-Panconnectedness of the Crossed Cube, Proceedings of the 2011 International Conference on Parallel and Distributed Processing Techniques and Applications, 2011, pp. 123-127, USA.

C技術報告及專書

D專利或新品種

類別

專利名稱

國別

專利號碼

發明人

專利權人

專利核准

日    期

所屬計畫名稱

新型

具輸送水功能之美髮練習器

中華
民國

新型第M575999號

陳宏昌、董俊良、余妙慈

國立勤益科技大學

108/04/01

E技術移轉

五、研究計畫及產學實績

主持人或

共同主持人

計畫名稱

（國科會補助者請註明編號）

計畫期程

主持人

外籍移工辦件流程之研究

109.02.01~
109.12.31

主持人

物流流程優化之研究
(NCUT19-T-MM-001)

108.01.01~
108.06.30

主持人

資訊系統文件優化之研究
(NCUT18-T-MM-002)

107.05.10~
107.09.10

主持人

在立方體中一些強化泛循環問題之研究 (NCUT 18-R-MM-034)

107.01.01~
107.10.31

主持人

交叉立方體中容錯泛連通性之研究
(NCUT 17-R-MM-034)

106.01.01~
106.10.31

主持人

局部扭曲立方體上可泛位置相關問題之研究 (NCUT 16-R-MM-017)

105.01.01~
105.10.31

主持人

交叉立方體上可泛位置之泛連通性與超泛連通性之研究
(MOST 103-2221-E-167-022-)

103.08.01~
104.07.31

主持人

交叉立方體上可泛位置之泛循環性之研究 (NSC 102-2221-E-167-017-)

102.08.01~
103.07.31

主持人

在更多錯點之交叉立方體中嵌置漢米爾頓循環及路徑之研究
(NCUT13-R-MM-002)

102.01.01~
102.10.31

主持人

交叉立方體上在距離限制條件下嵌置漢米爾頓循環之研究
(NSC 100-2221-E-167-018)

100.08.01~
101.07.31

主持人

交叉立方體上兩條符合要求之擴展路徑之研究 (NSC 99-2221-E-167 -025)

99.08.01~
100.07.31