Portrait
Retired Professor

Wen-Chung Huang

Education : Tamkang University, Ph.D.

Expertise :

Combinatorial Mathematics.

 

Education
Experience
Curriculum
Ext.
Research Room
Email wchuang@scu.edu.tw
Academic Publish / Research

[1] The Dirichlet Problems with Boundary Data on Various Function Spaces. Soochow Journal of Mathematics, 11(1985), pp.41-53, Taipei, Taiwan, R.O.C.

[2] Wen-Chung Huang, Bo-Yin Yang and Yeong-Nan Yeh, From ternary strings to wiener indiced of benzenoid chains, Discrete Applied Math, 73, (1997) 113-131.

[3] Chin-Mei Fu and Wen-Chung Huang, Decompositions of Km,n into 4-cycles and 8-cycles, Tamkang Journal of Math. Vol. 29, No. 1, (1998) 69-72.

[4] Wen-Chung Huang, The Decompositions of Complete graphs into Small Cycles, Ph.D. thesis. Department of Mathematices, Tamkang University, (1998).

[5] Chao-Chih Chou, Chin_Mei Fu and Wen-Chung Huang, Decomposition of Km,n into short cycles, Discrete Math, 197/198.(1999), 195-203.

[6] Wen-Chung Huang, Chao-Chih Chou, Chin-Mei Fu, Decomposition of 2Km,n into short cycles, Utilitas Mathematica, 58, (2000), 3-10.

[7] Wen-Chung Huang, A class of extended triple systems and numbers of common blocks, Utilitas Mathematica, 58, (2000), 175-187.

[8] Wen-Chung Huang, Extended triple systems having a prescribed number of blocks in common, Utilitas Mathematica, 59, (2001), 57-65.

[9] Wen-Chung and Chin-Mei Fu, Numbers od Common Weights for Extended Triple Systems, Soochow Journal of Math, 27, (2001), 227-242.

[10] Wen-Chung Huang, Kuo-Bing Huang, Chia-Chin Hung and Guei-Hua Wang, Some class of extended Mendelsohn triple systems and numbers of common blocks, Ars Combinatoria, 59, (2001), 205-213.

[11] Wen-Chung Huang, Kuo-Bing Huang, Chia-Chin Hung and Guei-Hua Wang, Extended Mendelsohn triple systems having a prescribed number of blocks in common, Ars Combinatoria, 62 (2002), 155-160.

[12] Wen-Chung Huang and Chia-Chin Hung, Extended 5-cycle systems, JCMCC,44 (2003), 103-108.

[13] Wen-Chung Huang and Kuo-Bing Huang, Extended 7-cycle systems, JCMCC,49, (2004), 187-194.

[14] Chin-Mei Fu,Wen-Chung Huang, Yi-Hsin Shih and Yu-Ju Yaon, Totally symmetric latin squares with prescribed intersection numbers, Discrete Math. 282(2004), 123-136.

[15] Wen-Chung Huang, The Decomposition of Graphs with Extended Cyclic Triples, JCMCC,54, (2005), 137-144.

[16] Wen-Chung Huang, Extended Directed Triple Systems, Discrete Math., 306 (2006), 1351-1357. (SCI)

[17] Wen-Chung Huang and Fu-Chang Ke, The Number of Repeated Blocks in Twofold Extended Triple Systems, Ars Combinatoria, 80(2006), 19-31. (SCI)

[18] Wen-Chung Huang and Wang-Cheng Yang, The Doyen-Wilson Theorem for Extended Directed Triple Systems, ARS Combinatoria, 84(2007), 77-83. (SCI)

[19] Wen-Chung Huang and Yu-Ju Yaon, Construction of Some Classes of Extended Directed Triple Systems, International Mathematical Forum, 3, (2008), no. 36, 1751-1760.

[20] Wen-Chung Huang and C. A. Rodger, A decomposition of lKn+ with extended triangles, Mathematica Slovaca 59 (2009), Issue: 2, 155-176.(SCI)

[21] Wen-Chung Huang and Chin-Mei Fu, Kite-designs intersecting in pairwise disjoint blocks, Ars Combinatoria 94 (2010), 235-244(SCI)

[22] Wen-Chung Huang and Yi-Hsin Shih, Some Classes of Extended Directed Triple Systems and Numbers of Common Blocks, Ars Combinatoria. 94 (2010), 413-422(SCI)

[23] Wen-Chung Huang, Chin-Mei Fu and Yu-Fong Hsu, The spectrum of 4-cycles in 2-factorizations of Kn,n, Ars Combinatoria 99 (Apr. 2011), 303-320 (SCI)

[24] Chin-Mei Fu, Yuan-Lung Lin, Shu-Wen Lo, Yu-Fong Hsu, Wen-Chung Huang, The Doyen–Wilson theorem for bull designs, Discrete Mathematics, Vol.313, no. 4, Feb. 2013, 498-507, SCI

[25] Chin-Mei Fu, Yu-Fong Hsu, Shu-Wen Lo, Wen-Chung Huang, Some gregarious kite decompositions of complete equipartite graphs, Discrete Mathematics, 313, no. 5, Mar. 2013, 726–732, SCI

[26] Chin-Mei Fu , Shu-Wen Lo and Wen-Chung Huang, Constructions and Packings of Bull-Design, International Mathematical Forum, Vol. 8, no. 6, 2013, 273-281.

[27] Wen-Chung Huang, Chin-Mei Fu, Mu-Yu Lin and Shu-Wen Lo, The triangle intersection problem for G-designs, Utilitas Mathematica 97(July. 2015), 23-32(SCI).

Note  

 

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