三、科研成果
[1] Liu Qian, Liu Ximeng, Chen Meixiang. et al. Further results on the(-1)-differential uniformity of some functions over finite fields with odd characteristic.Applicable Algebra in Engineering, Communication and Computing. Applicable Algebra in Engineering,Communication and Computing, 2025,36:681–697.
[2] Wang Yu, Chen Zhenxin, Chen Meixiang. 2-cocycles of the n-th Schrödinger algebra. Communications in Algebra, 2025,1–10.
[3] 陈梅香,杨忠鹏,高洁.数量对合矩阵与数量反对合矩阵的迹与谱,龙岩学院学报,2024, 42(5): 1-7.
[4] Chen Meixiang, Yang Zhongpeng and Chen Qinghua. The uniqueness of expression for generalized quadratic matrices. Open Mathematics, 2024,22(1):20230186.
[5] Song Ruoqi, Niu Zhihua, Wu Chenhuang and Chen Meixiang. On the Stability of Linear Complexity of -periodic q-ary Sequences.International Journal of Network Security,2023,25(4):620-629.
[6] Vladimir Edemskiy, Wu Chenhuang,Sofia Koltsova, Chen Meixiang.3-adic complexity of ternary sequences with period pq.10th International Workshop on Signal Design and Its Applications in Communications (IWSDA 2022 ). IEEE, 2022: 1-5.
[7] 陈梅香,杨忠鹏,林志兴,冯晓霞. 广义二次矩阵的广义多项式秩不变性. 吉林大学学报(理学版),2022,60(2):253-260.
[8] 陈梅香,叶铃滢,杨忠鹏. 广义二次矩阵与其幂等矩阵线性组合幂等性的非平凡解. 吉林大学学报(理学版),2021,59(2):221-228.
[9] 陈梅香, 杨忠鹏, 李雨昕等. 3×3正交矩阵谱的确定及其应用. 福建师范大学学报(自然科学版), 2020, 36(4):1-8.
[10] 陈梅香, 杨忠鹏, 吕洪斌, 苏如燕. 矩阵空间的二次矩阵基与基秩. 数学的实践与认识,2020,50(19):199-205.
[11] 陈梅香,杨忠鹏,晏瑜敏,冯晓霞. 迹为整数的3×3阶正交矩阵的谱. 北华大学学报(自然),2018,19(2): 158-163.
[12] 陈梅香,陈清华,杨忠鹏, 林志兴.和与积相等的矩阵对与广义二次矩阵. 福建师范大学学报(自然科学版),2018,34(6):1-7.
[13] Meixiang Chen, Qinghua Chen. On tensor products of tilting modules.Frontiers of Mathematics in China,2017,12(1):51-62.
[14] 陈梅香,陈清华,严益水. 星形箭图的极限. 重庆师范大学学报(自然科学版),2016,33(4):63-65.
[15] 陈梅香,陈清华. 范畴的极限范畴. 福建师范大学学报(自然科学版),2016,32(1):8-10.
[16] 陈梅香,杨忠鹏,林志兴,陈智雄. 不可约上Hessenberg矩阵的交换子空间的一些讨论. 莆田学院学报,2016,23(2):1-4.
[17] Chen Meixiang, Chen Qinghua,Huang Ju,Yang Zhongpeng. Automorphisms of the algebra . International Journal of Applied Mathematics & Statistics,2015, 53(1):8-16.
[18] Chen Meixiang, Chen Qinghua, Yang Zhongpeng, Feng Xiaoxia and Lin Zhixing .The further generalization on the inequalities for Hadamard products of any number of invertible Hermitian matrices. Journal of Inequalities and Applications,2014, Article ID479,13pages.
[19] Chen Meixiang, Chen Qinghua, Li Qiaoxin,Yang Zhongpeng. On the Open Problem Related to Rank Equalities for the Sum of Finitely Many Idempotent Matrices and Its Applications. The Scientific World Journal,2014, 2014(702413):1-7.
[20] Liu Shuyuan, Chen Meixiang,Feng Xiaoxia,Yang Zhongpeng and Xie Yanping.Invariance of Rank and Nullity for Linear Combinations of Sum and Product of Generalized Quadratic Matrices, , International Journal of Applied Mathematics & Statistics,2013,42(12):157-166.
[21] 陈梅香,吕洪斌,冯晓霞,杨忠鹏,徐晨雨. 和与积相等的矩阵对及其多项式表示.吉林大学学报(理工),2013,51(5):867-870.
[22] Chen Meixiang, Lv Hongbin,Feng Xiaoxia and Yang Zhongpeng. The essential (m,l)-idempotent matrix and its minimal polynomial. International Journal of Applied Mathematics & Statistics, 2013,41(11):32-41.
[23] 陈梅香,杨忠鹏,林志兴,晏瑜敏,陈智雄,王海明. 矩阵多项式与可逆矩阵的确定. 北华大学学报(自然),2013,14(2): 153-155.
[24] 陈梅香,林维,杨忠鹏. (m,l)幂等矩阵的代数等价与正交的一些性质. 数学研究,2012,45(1):58-65.
[25] Yang Zhongpeng,Feng Xiaoxia, Chen Meixiang,Deng Chunyuan , J.J.Koliha.Fredholm stablity results for linear combinations of m-potent operators.Operators and Matrices, 2012,6,1: 193-199.
[26] 陈菁菁, 陈巧文,陈梅香(通讯作者), 杨忠鹏. 矩阵多项式乘积秩的恒等式的进一步研究. 北华大学学报, 2011, 12(2): 163-165.
[27] Yang Zhongpeng Chen Meixang. A note on the nullspace of linear combinations of scalar idempotent operators on Banach space,Proceeding of the Sixth International Conference of Matrices and Operators, 2011, 2:269-272.
[28] Chen Meixiang, Yang Zhongpeng, Feng Xiaoxia. Invariance of rank and nullity for the linear combination of m-scalar-idempotent matrices. International Journal of Applied Mathematics & Statistics, 2011, 21(J11): 141-147.
[29] Chen Meixiang, Chen Qinghua. The Automorphism of Triangular Matrix Algebras. Journal of Mathematics, 2010,30(4):587-594.
[30] Yang Zhongpeng , Chen Meixiang,Guo Wenjing The (m,l)-idempotent matrix and its minimal polynomial , Proceedings of the third international workshop on matrix analysis and applications , 2009, 3:102-105.
[31] Chen Meixiang, Yang Zhongpeng , Guo Wenjing. A note on the discussion of decision to idempotent matrix. Proceedings of the third international workshop on matrix analysis and applications , 2009, 4:25-27.
[32] 陈梅香,陈清华. 平凡扩张代数的generic模. 漳州师院学报,2009,(2):1-5.
[33] Chen Meixiang, Chen Qinghua. A Note on The Generalization of Trivial Extension Algebras. The Southeast Asian Bulletin of Mathematics,2008,32(2):243-249.
[34] 陈梅香,杨忠鹏,晏瑜敏. 关于行等价的几个问题. 莆田学院学报, 2009,16(2):6-11.
[35] 陈梅香,杨忠鹏,晏瑜敏. 关于Sylvester与Frobenius不等式等号条件的研究.莆田学院学报,2008,15(2):9-13.
[36] 陈梅香,陈清华. 三角monomial代数的张量积及其箭图刻画. 福建师范大学学报(自然科学版),2007,23(6):19-23.
[37] 陈梅香,陈清华. 粗糙模的正合序列和同态定理. 福建师范大学学报(自然科学版), 2006, 22:5-9.