项目组成员科研论文情况（部分）

[1] Yizhi Chen（陈益智）, Bo Yang, Aiping Gan.Structure of Strict Abundant Semigroups. Algebra Colloquium，2019,26:3, 387–400. (SCI检索)

[2] Wei Chen, Yizhi Chen（陈益智）,Variety generated by conical residuated lattice-ordered Idempotent monoids. Semigroup Forum,2019,98:431–455.( SCI检索)

[3] 陈益智, J.Tian, Z.Z.Liu. On Subdirect Decomposition of finite distributive lattices. Discrete Dynamics in Nature and Society ，2017. Volume 2017, Article ID 6490903, 5 pages.(SCI检索)

[4] Liu Z.Z., Ma Q.H.,陈益智.New bounds on Zagreb indices.Journal of Mathematical Inequalities, 2017,11(1):167-179 (SCI检索).

[5] 陈益智，X.Z. Zhao, Z.Z.Liu. On upper triangular nonnegative matrices . Czechoslovak Mathematical Journal，2015,65（140），1-20. (SCI检索)

[6] 陈益智.On factorizations of upper triangular nonnegative matrices of order three. Discrete Dynamics in Nature and Society ，2015. Volume 2015, Article ID 960182, 6 pages.(SCI检索)

[7] 陈益智，X.Z. Zhao. On Decomposition of matrices over distributive lattices . Journal of Applied  Mathematical，2014. Volume 2014, Article ID 202075, 10 pages.(SCI检索)

[8] 陈益智，X.Z. Zhao，X.J. Guo. On several classes of additively non-regular C-semirings, Publ. Math. Debrecen，2013， 83(4):517-536. (SCI检索)

[9]陈益智,X.Z. Zhao. On Linear Operators Strongly Preserving Invariants of Boolean Matrices.Czechoslovak Mathematical Journal, 2012, 62(137):169-186 (SCI检索).

[10] 陈益智, Zhao X.Z., Yang L.. On  n * n  Matrices over a Finite Distributive Lattice. Linear and Multilinear Algebras, 2012,60(2):131-147 (SCI检索).

[11]Xiangui Zhao（赵显贵）, Qiuhui Mo（莫秋慧）, and Yang Zhang. Gelfand-Kirillov dimension of generalized Weyl algebras, Communications in Algebra, 2018,46(10), 4403-4413. (SCI 检索)

[12]Yu Li（李羽）, Qiuhui Mo（莫秋慧）, Xiangui Zhao（赵显贵）. Gröbner–Shirshov bases for bracealgebras,Communications in Algebra,2018, 46(11), 4577-4589, DOI: 10.1080/00927872.2018.1448846 (SCI 检索)

[13]Xiangui Zhao（赵显贵）, and Yang Zhang, Resultants of Quaternion Polynomials, Hacettepe Journal of Mathematics and Statistics, to appear. DOI: 10.15672/HJMS.2018.567.  (SCI 检索)

[14]Yu Li（李羽）, Qiuhui Mo（莫秋慧）, and Xiangui Zhao（赵显贵）.The Freiheitssatz and automorphisms for free brace algebras, Communications in Algebra (2019), DOI: 10.1080/ 00927872.2019.1579337. (SCI 检索)