余黄生 

副教授

E-mail: yuhuangsheng@126.com

研究方向：组合设计

讲授课程：

本科生：《高等代数与解析几何》、《图论与组合数学》、《高等数学》、《线性代数》

科研项目：

1. 国家自然科学基金青年科学基金项目，两类循环设计的研究(11801103)，2019/01-2021/12，25，已结题，主持.

2. 广西自然科学基金青年科学基金项目，对角有序幻方的组合构造(2017GXNSFBA198030)，2017/09-2020/09，8，已结题，主持.

3. 国家自然科学基金面上项目，最优变重量光正交签名码的构造(11671103)，2017/01-2020/12，50，已结题，参与(排名第4).

4. 国家自然科学基金面上项目，光正交码的系统研究(11271089)，2013/01-2016/12，60万，已结题，参与(排名第6).

学术成果（部分论文）：

[13]Jingyuan Chen, Huangsheng Yu, R. Julian R. Abel,  Dianhua Wu, 4^2-Decomposable super-simple (v,4,8)-BIBDs,  Discrete Math., 345(2022), 113068.(SCI)

[12]Jingyuan Chen, Huangsheng Yu, R. Julian R. Abel,  Dianhua Wu, Decomposable super-simple BIBDs with block size 4 and index 4,6, J. Combin. Des., 30(2022), 461-473.(SCI)

[11]Rongcun Qin, Hengming Zhao, Huangsheng Yu, Compatible difference packing set systems and their applications to multilength variable-weight OOCs, Des. Codes Cryptogr., doi:10.1007/ s10623-021-00927-y.(SCI)

[10]Hengzhen Huang, Huangsheng Yu, Min-Qian Liu, Dianhua Wu, Construction of uniform designs and complex-structured uniform designs via partitionable t-designs, Statist. Sinica, 31(2021), 1689-1706.(SCI)

[9]Huangsheng Yu, Dianhua Wu, Hantao Zhang, The existence of irrational symmetric diagonally ordered magic squares, Ars Combin., 148(2020), 17-31.(SCI)

[8]Huangsheng Yu, Dianhua Wu, Hantao Zhang, The existence of nonelementary rational symmetric diagonally ordered magic square, Ars Combin., 142(2019), 141-150.(SCI)

[7]Huangsheng Yu, Feifei Xie, Dianhua Wu, Hengming Zhao, Further results on optimal (n, {3,4,5}, Λa, 1, Q)-OOCs, Adv. Math. Commun., 13(2)( 2019), 297-312.(SCI)

[6]Xianwei Sun, R. Julian R. Abel, Huangsheng Yu, Dianhua Wu, Decomposable super-simple RBIBDs with block size 4 and index 6, J. Combin. Des., 27(12) (2019), 734-755.(SCI)

[5]Huangsheng Yu, Xianwei Sun, Dianhua Wu, R. Julian R. Abel, Decomposable super-simple NRBIBDs with block size 4 and index 6, J. Combin. Des., 27(1)(2019), 27-41.(SCI)

[4]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)

[3]Huangsheng Yu, Dianhua Wu, Jinhua Wang, New optimal (v, {3,5}, 1, Q) optical orthogonal codes, Adv. Math. Commun., 10(4)( 2016),  811-823.(SCI)

[2]Huangsheng Yu, Dianhua Wu, Hantao Zhang,  The existence of irrational

diagonally  ordered  magic squares,  Graphs Combin., 32(1) (2016), 2159-2170.(SCI)

[1] Wei Li, Huangsheng Yu, Dianhua Wu, Bounds and constructions for optimal (n, {3, 5}, Λ_a , 1, Q)-OOCs, Discrete Math., 339(2016), 21-32.(SCI)