2006.9—2008.7毕业于安阳师范学院，获理学学士学位；

2008.9—2011.7毕业于江苏师范大学，获理学硕士学位，导师：陈克军教授（二级教授）；

2011.9—2014.6毕业于河北师范大学，获理学博士学位，导师：雷建国教授（二级教授）。

2022.1—今,数学与信息科学学院，副教授；

2014.6—2021.12，数学与信息科学学院，讲师；

2019.9—2020.3，澳大利亚莫纳什大学( Monash Univesity)数学学院，访问学者，合作导师：

Daniel Horsley (国际组合数学Hall奖获得者)。

组合设计与编码；试验设计；图标号；极值图论

主讲本科生课程：《高等代数》、《高等数学》、《组合数学》、《高等代数选讲》

研究生课程：《群与设计》、《有限域》

1.2013年读博期间获得国家奖学金

2.论文The Existence of Mixed Orthogonal Arrays with Four and Five Factors of Strength Two

获河北师范大学研究生论文一等奖

3. 2021.7获“文明教师”荣誉称号

1.国家自然科学基金-青年基金（11501181） 主持2016-2018

2.河南省高等学校重点科研项目(15A110029)主持2015-2016

3.-青年基金（2014QK05） 主持2015-2017

4.博士启动基金（qd14140） 主持2014-2017

5.国家自然科学基金-面上项目（11871417） 合作项目2019-2022

6.国家自然科学基金-面上项目（11971104）参与(第四) 2020-2023

7.国家自然科学基金-面上项目（11571094） 参与(第四) 2016-2019

8.国家自然科学基金-青年基金（11501176） 参与(第七) 2016-2018

9.国家自然科学基金-面上项目（11371121） 参与(第四) 2014-2017

10.国家自然科学基金-天元基金（11526083） 参与(第二) 2016.1-2016.12

11.国家自然科学基金-青年基金（11201114） 参与(第二) 2013-2015

12.国家自然科学基金-面上项目（11071207） 参与(第四) 2011-2013

13.河北省自然科学基金（A2014205149）参与(第三) 2014-2016

1. Kejun Chen^*,Guangzhou Chen, Wen Li, Ruizhong Wei, Super-simple balanced incomplete block designs with block size 5 and index 3,Discrete Applied Mathematics, 161: 2396-2404, 2013.

2.Guangzhou Chen, Lijun Ji, Jianguo Lei*, The Existence of Mixed Orthogonal Arrays with Four and Five Factors of Strength Two,J.Combin. Designs, 22: 323-342, 2014.

3.Guangzhou Chen^*, Kejun Chen, Yong Zhang, Super-simple (5, 4)-GDDs of group type g^u,Front. Math. China, 9(5): 1001-1018, 2014.

4. Kejun Chen^*,Guangzhou Chen, Wen Li, Regular sparse anti-magic squares with the second maximum density,Linear Algebra and its Applications,457: 12-28, 2014.

5.Guangzhou Chen, Kejun Chen^*, Wen Li, Regular sparse anti-magic squares with small odd densities,Discrete Mathematics, 339:138-156, 2016.

6. Kejun Chen, Wen Li,Guangzhou Chenand Ruizhong Wei^*, Regular sparse anti-magic squares with maximum density,Ars. Combin., 127:167-183, 2016.

7. Kejun Chen^*, Yong Zhang,Guangzhou Chen, Wen Li, Further Results on Mutually Nearly Orthogonal Latin Squares,Acta Mathematicae Applicatae Sinica (English Series), 32(1): 209-220, 2016.

8. Shanqi Pang^*, Yajuan Wang,Guangzhou Chen, Jiao Du, The Existence of a Class of Mixed Orthogonal Arrays,IEICE TRANS, FUNDAMENTALS, E99-A(4): 863-868, 2016.

9.Guangzhou Chen^*, Yong Zhang, Kejun Chen, Super-simple pairwise balanced designs with block sizes 3 and 4,Discrete Mathematics, 340: 236-242, 2017.

10.Guangzhou Chen, Jianguo Lei^*, Constructions of mixed orthogonal arrays of strength three,Sci Sin Math(in Chinese), 47(4): 545-564, 2017.

11.Guangzhou Chen^*, Yue Guo, Yong Zhang,Further results on super-simple pairwise balanced designs with block sizes 3 and 4,Advances in Mathematics of Communications,12(2): 351-362, 2018.

12. Shanqi Pang, Wenju Xu,Guangzhou Chen^*and Ying Wang, Construction of symmetric and a symmetric orthogonal arrays of strength t from orthogonal partition,Indian J. Pure Appl. Math., 49(4): 663-669, 2018.

13.Guangzhou Chen, Ce Shi^*, Yue Guo,Ideal ramp schemes and augmentedorthogonal arrays,Discrete Mathematics, 342(2): 405-411, 2019.

14.Wen Li, Fengchu Pan,Guangzhou Chen*,Construction of bimagic square of order 2u,Acta Mathematicae Applicatae Sinica (English Series),36 (4): 771-789, 2020.

15. Fengchu Pan, Wen Li,Guangzhou Chen*, Bangying Xin, A complete solution to the existence of normal bimagic squares of even orde,Discrete Mathematics,344 (4)：112292, 2021.

16.Guangzhou Chen*, Xiaotong Zhang, Constructions of Irredundant orthogonal arrays,Advances in Mathematics of Communications, DOI: 10.3934/amjc.2021051, 2021.

17.Guangzhou Chen*, Xiaotong Zhang, Yue Guo, New results for 2-uniform states based on irredundant orthogonal arrays,Quantum Information Processing, 20(1): 43, 2021.

18.Guangzhou Chen*, Kejun Chen, Yong Zhang, Ning Jiang, Super-simple group divisible designs with block size 4 and indexλ=7, 8,Discrete Mathematics, 344(12): 112592, 2021.

19. Yajuan Zang,Guangzhou Chen, Kejun Chen, Zihong Tian*, Further results on 2-uniform states arising from Irredundant orthogonal arrays,Advances in Mathematics of Communications, 16(2): 231-247, 2022.

20.Guangzhou Chen*，Wen Li，Ming Zhong, Bangying Xin, On the Existence of Regular Sparse Anti-magic Squares of Odd Order,Graphs and Combinatorics, 38(2): 47, 2022.