吴佃华
博士、教授 学术型导师、数学学科教育专业型导师


吴佃华，博士、教授，博士生导师。主要研究领域为组合数学及其应用。现为中国数学学会理事,中国运筹学会图论组合专业委员会会副主任委员，中国工业与应用数学学会图论组合及应用专业委员会常务委员、中国数学会组合数学与图论专业委员会委员，广西高校数学类专业教学指导委员会主任委员，广西数学会常务理事, 广西自然科学基金常务委员会委员，广西高等学校卓越****。获广西自然科学二等奖（排名第一）1项，持国家、省部等基金20余项，其中国家自然科学基金4项，广西自然科学基金5项（1项为重点项目），广西教育厅高水平创新团队项目1项。在国内外重要期刊《IEEE Trans. Information Theory》、《中国科学（F）》等发表了近80篇学术论文，其中46篇被SCI收录。是国家自然科学基金、重庆自然科学基金、福建自然科学基金、广西自然科学基金等评审专家， 是《IEEE Trans. Information Theory》、《SIAM Discrete Math.》、 《中国科学》等多个国内外SCI 源刊的审稿人。现为国际期刊《Transactions on Combinatorics》和《广西师范大学学报（自然科学版）》编委。


主要研究领域为组合设计及相关的编码、密码、通信问题



一、国家基金（主持）
4. 国家自然科学基金“最优变重量光正交签名码的构造”（**），负责人(2017.1-2020.12, 59.4 万元)。
3. 国家自然科学基金“光正交码的系统研究”(**), 负责人(2013.1-2016.12, 60万元)。
2． 国家自然科学基金“循环设计及其应用研究”(**), 负责人(2010.1-2012.12, 17万元)。
1． 国家自然科学基金“两类组合设计及其应用”(**), 负责人(2006.1-2008.12, 20万元)。
二、省部基金（主持）
5. 广西自然科学基金重点项目“组合设计应用研究”（2014GXNSFDA118001），负责人(2014.6.1 -2017.5.31, 30万元)。
4. 广西自然科学基金“最优变重量光正交码的构造”(2012GXNSFAA053001)， 负责人(2012.1.1 -2014.12.31, 5万元)。
3． 广西自然科学基金“组合设计在现代通信中的应用”(**)， 负责人(2009.3 -2012.3, 5万元)。
2． 广西自然科学基金“正交表和可分组设计及其应用”(**)， 负责人(2006.5-2009.4, 3万元)。
1． 广西自然科学基金青年基金“组合设计与相应编码密码问题的研究”(桂科青**), 负责人(2003.7-2006.7, 3万元)。
三、其他基金（主持）
4. 广西教育厅“应用数学及其应用研究”创新研究团队基金，负责人(2014.-2017, 120万元)。
3. 广西教育厅重点项目“通信中的序列设计研究（201202ZD012）”，负责人(2012-2014, 10万元)。
2． 广西高等学校优秀教师资助计划“变重量光正交码的组合构造”，负责人(2011.1-2012.12, 2.5万元)。
1． 广西教育厅科研基金“码与密码的组合构造”, 负责人(2004.9-2006.8, 1.5万元)。


46. Y. Zhang, J. Chen, D. Wu, H. Zhang, The existence and application of strongly idempotent self-orthogonal row Latin magic arrays, Acta Mathematica Applicatae Sinica, to appear.
45. Huangsheng Yu, Dianhua Wu, Hantao Zhang, The existence of nonelementary rational symmetric diagonally ordered magic square, Ars Combinatoria, to appear. (SCI)
44. Huangsheng Yu, Shujuan Dang, Dianhua Wu, Bounds and Constructions for Optimal (n, {3, 4, 5}, Λa, 1, Q)-OOCs, IEEE Trans. Inform. Theory, 64（2）（2018），1361-1367. (SCI)
43. Yufang Zhang, Jingyuan Chen, Dianhua Wu, Hantao Zhang, Diagonally ordered orthogonal weakly diagonal Latin squares and their related elementary diagonally ordered magic squares, Utilitas Mathematica, 104（2017），83-102. (SCI)
42. B. Huang, Y. Wei, D. Wu, Bounds and constructions for optimal variable-weight OOCs with unequal auto- and cross-correlation constraints, Utilitas Mathematica, 103(2017), 3-21. (SCI)
41. Shujuan Dang, Lu Qiu, and Dianhua Wu, New (q, K, λ)-ADFs via cyclotomic classes, Discrete Math., 340 (2017), 704-707. (April, 2017) (SCI)
40. Huangsheng Yu, Dianhua Wu, Jinhua Wang, New optimal (v, {3,5}, 1, Q) Optical Orthogonal Codes, Advances in Mathematics of Communications, 10(4)( 2016), 811-823. (SCI)
39. Huangsheng Yu, Dianhua Wu, Hantao Zhang, The existence of irrational diagonally ordered magic squares, Graphs and Combinatorics, 32(2016), 2159-2170. (SCI)
38. Wei Li, Huangsheng Yu, Dianhua Wu, Bounds and constructions for optimal (n, {3, 5}, Λa , 1, Q)-OOCs, Discrete Math., 339(2016), 21-32 (SCI)
37. Xiaohui Liu, Jinhua Wang, Dianhuan Wu, Two new classes of binary sequence pairs with three-level cross-correlation, Advances in Mathematics of Communications, 9(1)(2015), 117-128 (SCI)
36. Hengming Zhao, Dianhua Wu, Rongcun Qin, Further results on (n,{3,4}, Λa, 1, Q)-OOCs, Discrete Math., 337 (2014), 87–96. (SCI)
35. M. Cheng, J. Jiang, D. Wu, Bounds and constructions for two-dimensional variable-weight
optical orthogonal codes, J. Combin. Des., 22(9), 391-408, 2014. (SCI)
34. Jingyuan Chen, Dianhua Wu, Ying Miao, Bounds and constructions for (v, W, 2, Q)-OOCs, Discrete Math., 328(2014), 16–22. (SCI)
33. Lu Qiu, Dianhua Wu, Constructions of (q, K, λ, t,Q) almost difference families, Frontiers of Mathematics in China, 9(2)(2014), 377-386. (SCI)
32. J. Jiang, D. Wu and M. H Lee, Some infinite classes of optimal (v, {3,4}, 1, Q)-OOCs with
Q∈{(1/3, 2/3), (2/3, 1/3)}, Graphs and Combinatorics, 29(2013), 1795-1812. (SCI)
31. Y. Liu, D. Wu, Constructions of Optimal variable-weight OOCs via quadratic residues, Frontiers of Mathematics in China (or Front. Math. China), 8(4) (2013), 869-890. (SCI)
30. M. Buratti, A. Pastti, D. Wu, On optimal (v,5,2,1) optical orthogonal codes, Designs, Codes and Cryptography, 68（2013），349-371. (SCI)
29. Xiyang Li, Pingzhi Fan, Naoki Suehiro, Dianhua Wu, New classes of optimal variable-weight optical orthogonal codes with Hamming weights 3 and 4, IEICE Trans. Fundamentals of Electronics, Communications and Computer Science A, E95-A, no. 11(2012), 1843-1850, (SCI)
28. J. Jiang, D. Wu, and P. Fan, General constructions for (v, 4, 1) optical orthogonal codes via perfect difference families, IEICE Trans. Fundamentals of Electronics, Communications and Computer Science A, E95-A, no. 11(2012), 1921-1925. (SCI)
27. X. Zhong, D. Wu, and P. Fan, New infinite classes of optimal (v, {k, 6}, 1, Q) optical orthogonal codes via quadratic residues, IEICE Trans. Fundamentals of Electronics, Communications and Computer Science A, E95-A, no. 11(2012), 1827-1834. (SCI)
26. D. Wu, Q. Shu, R. Fuji-Hara, D. Li and S. Chen, The existence of doubly disjoint (mt+1, m, m-1) difference families, Ars Combinatoria, 104 (2012), 197-209,2012. (SCI)
25. X. Li, P. Fan, and D. Wu, Constructions of optimal (v, {4,5,6}, 1, Q)-OOCs, IEICE Trans. Fundamentals of Electronics, Communications and Computer Science A, E95-A, 3(2012), 669-672. (SCI)
24. Zhengchun Zhou, Xiaohu Tang, Dianhua Wu, Yang Yang. Some new classes of zero-difference balanced functions, IEEE Trans. Inform. Theory, 58(1)(2012), 139-145.
(SCI)
23. W. Li, D. Wu, F. Pan, A construction for doubly pandiagonal magic squares, Discrete Math., 312(2) ( 2012), 479-485. (SCI)
22. M. Buratti, Y. Wei, D. Wu, P, Fan and M. Cheng, Relative difference families with variable block sizes and their related OOCs, IEEE Trans. Inform. Theory, 57(11)2011, 7489-7497. (SCI)
21. J. Jiang, D. Wu and P. Fan, General constructions of optimal variable-weight optical orthogonal codes, IEEE Trans. Inform. Theory, 57（7）(2011), 4488-4496 (SCI)
20. H . Zhao, D. Wu and Z. Mo, Further results on optimal (v,{3, k}, 1, {1/2,1/2})-OOCs for k=4,5, Discrete Math., 311(2011), 16-23. (SCI)
19. D. Wu, P. Fan, X. Wang, M. Cheng, New classes of optimal variable-weight optical orthogonal codes based on cyclic difference families, IEICE Trans. Fundamentals of Electronics, Communications and Computer Science A, E93-A, Number 11, Nov. , pp. 2232-2238, 2010 (SCI)
18. X. Wang, D. Wu, M. Cheng, The existence of (q, k,λ,t)-ADFs for k=4, 5, 6, J. Statist. Plann. Inference, 140 (2010), 3243-3251. (SCI)
17. D. Wu, H. Zhao, P. Fan, S. Shinohara, Optimal variable-weight optical orthogonal codes via difference packings, IEEE Trans. Inform. Theory, 56(8) (2010), 4053-4060. （SCI）
16. H. Zhao, D. Wu, P. Fan, Construction of optimal variable-weight optical orthogonal codes, J. Combinatorial Designs, 18 (2010), 274-291. (SCI)
15． D. Wu, M. Cheng, Z. Chen, H. Luo, The existence of balanced (v, {3,6}, 1) difference families, Science in Chian (Ser. F), 53 (2010), 1584-1590. （SCI）
14．Z. Chen, D. Wu, P. Fan, Applications of Additive Sequence of Permutations, Discrete Math.309 (2009), 6459-6463. (SCI)
13．D. Wu and P. Fan， Constructions of optimal quaternary constant weight codes via group divisible designs, Discrete Math.309 (2009) 6009-6013. (SCI)
12．X. Wang and D. Wu, The Existence of Almost Difference Families, J. Statist. Plann. Inference, 139 (2009), 4211-4216. （SCI）
11．B. Huang and D. Wu, Cyclotomic constructions of external difference families and disjoint difference families, J. Combin.Designs, 17(4), 2009,333-341. （SCI）
10． D. Wu, J. Yang and B. Huang, The existence of (v, 4, 1) disjoint difference families with v a prime power, Acta Mathematica Applicatae Sinica, 24(4)(2008), 643-648. （SCI）
9． K. Sinha, Z. Wang and D. Wu, Good Equidistant Codes Constructed from Certain Combinatorial Designs, Discrete Math., 308 (2008) ，4205– 4211. （SCI）
8． L. Ji, D. Wu and L. Zhu, Existence of generalized Steiner systems GS(2,4,v,2), Designs, Codes and Cryptography, 36(2005), 83-99. （SCI）
7． G. Ge and D. Wu, Some new optimal quaternary constant weight codes, Science in China (Ser. F), 48(2)(2005), 192-200. （SCI）
6． Kejun Chen, Zhenfu Cao and Dianhua Wu, Existence of APAV(q,k) with q a prime power≡5 (mod 8) and k≡ 1 (mod 4), Discrete Math., 279 (2004), 153-161. （SCI）
5. G. Ge and D. Wu, 4-*GDD(3n)s and Generalized Steiner systems GS(2, 4, v, 3), J. Combin. Designs, 11(6)(2003), 381-393. （SCI）
4． D. Wu and L. Zhu, Bounds and Constructions for TWOOAs, Discrete Math., 238(2001), 137-145. （SCI）
3． D. Wu and L. Zhu, Generalized Steiner systems GS(2, 4, v, 2) with v a prime power≡7 (mod 12), Designs, Codes and Cryptography, 24 (2001), 69-80. （SCI）
2 ．D. Wu, G. Ge and L. Zhu, Generalized Steiner systems GS4(2, 4, v, g) for g=2,3,6, J. Combin. Designs, 9 (2001), 401-423. （SCI）
1． D. Wu, G. Ge and L. Zhu, Generalized Steiner Triple Systems with Group Size g=7,8, Ars Combinatoria, 57 (2000), 175-191. （SCI）

1.广义斯坦纳系和Weil 定理的应用，广西自然科学二等奖（桂政发[2011] 82号），排名第一。
2.高等代数与解析几何教学体系的构建与实践, 2009广西自治区教学成果奖三等奖，排名第五。
3.广西自治区教学团队“广西师范大学代数几何系列课程教学团队”成员，排名第五。
4.广西自治区精品课程“高等代数与解析几何” 成员，排名第二。
5.“常重量码的组合构造”, 广西师范大学第十一次优秀科研成果一等奖(2006年)，独立。




中国数学学会理事,中国运筹学会图论组合专业委员会会副主任委员，中国工 业与应用数学学会图论组合及应用专业委员会常务委员、中国数学会组合数学与图论专业委员会委员，广西高校数学类专业教学指导委员会主任委员，广西数学会常务理事, 广西自然科学基金常务委员会委员