高金美

Fu, Chin-Mei Kau

主要學歷：

     1. 學士： 台灣師範大學數學系 (1969-1973)

           2. 碩士： 美國奧本大學數學所 (1978-1980)

           3. 博士： 美國奧本大學數學所 (1984-1987)

經歷：

     1. 台北市金華國中教師 (1973-1978)

       2. 私立銘傳商專講師  (1981-1984)

       3. 工業技術研究院電子研究所尖端科技研究中心研究員 (1987-1988)

       4. 私立淡江大學數學系副教授 (1988-1991)

       5. 私立淡江大學數學系教授 (1991-  )

研究成果目錄：

(一)論文及著述

1.  C.M. Fu. (1988) On Pentagon Systems with prescribed intersections. Utilitas Mathematica, 34, pp.85-96.

2.  C.M. Fu and H.L. Fu. (1989) On the intersections of Latin Squares with holes. Utilitas Mathematica, 35, pp.67-74.

3.  C.M. Fu and H.L. Fu. (1989) The intersection of three distinct Latin Squares. LE Matematiche, Vol.XLIV, No.I, pp.21-46.

4.  C.M. Fu and H.L. Fu. (1989) The mutual intersections of three distinct 1-factorization. ARS Combinatoria, Vol.28, pp.55-64.

5.  C.M. Fu and H.L. Fu. (1990) Some results on disjoint Steiner Quadruple Systems.  Tamkang Journal of Mathematics, Vol.21, No.4, pp.345-349.

6.  C.M. Fu and H.L. Fu. (1990) The intersection Problem of Latin Squares. Journal of Combinatorics, Information& System Science, Vol.15, No.1, pp.89-95.

7.  C.M. Fu, H.L. Fu and S.H. Guo. (1991) The intersections of Commutative Latin Squares, ARS Combinatoria, Vol.32, pp.77-96.

8.  C.M. Fu. (1993) A note on the construction of a large set of Latin Squares with one entry in Common. Tamkang Journal of Mathematics, Vol.24, No.2, pp.213-217.

9.  C.M. Fu, H.L. Fu and W.B. Liao. (1995) A new construction for a critical set in special latin squares, Congressus Numerantium 110, pp.161-166.

10. C.M. Fu, H.L. Fu, S. Milici, G. Quattrocchi and C.A. Rodger. (1995) Almost Resolvable Directed 2r-Cycle Systems. Journal of Combinatorial Designs, Vol.3, No.6, pp. 443-447.

11. Y.N. Yeh, I. Gutman and C.M. Fu. (1996) Graph Transformations with Preserve the Mutiplicity of an Eigenvalue,  Discrete Applied Mathematics 67, pp.221-228.

12. C.M. Fu, Y.H. Gwo and F.C. Wu. (1997) The intersection problem for Semi-Symmetric Latin Squares, JCMCC 23, pp. 47-63.(The Journal of Combinatorial Mathematics and Combinatorial Computing)

13. C.M. Fu, H.L. Fu and C.A. Rodger. (1997) The Minimum size of critical sets in Latin squares, JSPI 62, pp.333-337. (Journal of Statistical of Planning and Inference)

14. E.J. Billington, C.M. Fu and  H.L. Fu. (1997) 2-colouring {C3,C4}-designs, Bulletin of ICA, Vol.20, pp.62-64.

15. C.M. Fu and W.C. Huang, (1998) Decompositions of Km,n into 4-cycles and 8-cycles, Tamkang Journal of Mathematics, Vol.29, No.1, pp 69-72.

16. Y.C. Chen and C.M. Fu, (1998) Construction and Enumeration of Pandiagonal magic squares of order n from step method, ARS Combinatoria, Vol.48, pp.233-244. 

17. C.C. Chou, C.M. Fu and W.C. Huang, (1999) Decomposition of Km,n into short cycles, Discrete Math. 197/198 (1999) 195-203.

18. C.C. Chou, C.M. Fu and W.C. Huang,(2000) Decomposition of 2Km,n into short cycles Utilitas Mathematica Vol. 58 (2000) pp. 3-10.

B. Conference Paper.

1.  C.H. Shyu, C.M. Fu, T. Cheng and C.H. Lee. (1989)  A Heuristic Evidential Reasoning Model.  Proceedings of III international Conference on "Logic, Informatics, Law", Florence, 2-5   November, pp.661-670.

(二)  講義:

      1.   微積分

      2.   線性代數

      3.   數值分析

      4.  組合學

      5.  圖論

      6.  生活邏輯

      7.  數學欣賞

      8.  數學與人生