[52] Yonghua Li, Fengmei Huang and Yong He, Several classes of additively non-regular semirings,Journal of Mathematical Reacher and Exposition, Vol.30. No.5 (2010) 775-790.
[51] Yonghua Li and Yong He, A Class of Left E-adequate Semigroups, Communications in Mathematical Research, Vol.26.No.4.(2010) 289-303.
[50] Huilin Yao, Yizhi Chen and Yonghua Li, IC Quasi-semiadequate Semigroups Satisfying the Congruence Condition, Pure Mathematics and Applications, Vol. 21. No. 1 (2010) 79-98.
[49] Yizhi Chen and Yonghua Li, A Construction of Regular ortho-lc-monoids, Scientia Magna, Vol.6. No.2 (2010)
[48] Yonghua Li and Guorui Liu, A Construction of Additively Complete J*-Simple Semirings Containning a Bi-idempotent, Southeast Asian Bulletin of Mathematics, Vol.33. (2009) 113-1128.
[47] Yonghue Li and Yong He, A Type of Idempotent-separating Extensions of Inverse Semigroups, Vol.38 (5) (2009) 616-620.
[46]Yong He and Yonghua Li, Congruences on Eventurally Regular Semigroups, Semigroup Forum, Vol. 77 (2008) 423-437.
[45] Yizhi Chen and Yonghua Li, Refined Semilattice structure of Left C-Wrpp semigroups,Journal of Mathematical Reacher and Exposition, Vol 28. No 1 (2008) 81-83.
[44]Yonghua Li and Huiling Yao, A Class of Quasi-adequate Semigroups, Periodica Mathematica Hungarica, Vol. 54(2), 2007, 121-135.
[43]Yongua Li and Yong He, A Method of Construction for Abundant Semigroups with a CO-Adequate Transversal, Journal of Mathematical Reacher and Exposition, Vol.28. No.3. (2008)
[42] Yong He and Yonghua Li, Congruences on Eventurally Regular Semigroups, Semigroup Forum, Vol. 77 (2008) 423-437.
[41]Yizhi Chen and Yonghua Li, The natural partial order on semiabundant semigroups,Scientia Magna, Vol.4 No.4 (2008)
[40] Yonghua Li and Yong He, A Method of Construction for Abundant semigroups with a CO-Adequate Transversal, Journal of Mathematical Reacher and Exposition, Vol.28. No.3 (2008) 467-468.
[39] Yonghua Li and Ronghua Zhang, P-Sandwich Sets and a Class of Locally Regular *- Semigroups, Southeast Asian Bulletin of Mathematics 2006，Vol.30, No.5, 897--906.
[38] Yizhi Chen and Yonghua Li, A Natural Partial Order on Semiabundant semigroups, submitted.
[37]Yizhi Chen and Yonghua Li, Perfect WRPP Semigroups, Pure Mathematics and Applications
vol.16, No.3.(2005) 217-227
[36]Yonghua Li and Ronghua Zhang, P-Sandwich Sets and a Class of Locally Regular *-Semigroups, Southeast Asian Bulletin of Mathematics, Vol.30, No.5 (2006) 897-906
[35] Yonghua Li, A Structrue of Regular Semigroups with a Regular *-Transversal, 数学进展，Vol.35,No.5 (2006) 607-614.
[34]Yonghua Li, A Construction of P-regular semigroups， 数学进展，Vol.34, No.4 (2005) 433-440.
[33]Yonghua Li, Orthodox Semigroups with a Clifford Transversal, 数学杂志，Vol.25, No.6 (2005) 618-624.
[32] Yizhi Chen and Yonghua, A Note on Abundant 0-J*-Simple Semigroups, No.3 (2005) 119-123.
[31] Yonghua Li, Split P-Regular Semigroups，华南师范大学学报，No.1,(2005) 1-5.
[30]Yonghua Li and Huiling Yao, A Note on P-Regular semigorups, 华南师范大学学报，No.4, (2005) 1-4.
[29] Yonghua Li, On *-congruence Lattice of Regular Semigroup with a Q-regular *-transversal, 数学研究， Vol.37,No.4 (2004) 347-363.
[28] Yonghua Li, Congruences on an Orthodox Semigroup, 东北数学，Vol.20, No.3 (2004) 291-302.
[27] Yonghua Li, Haibin Kan and Binjun Yu, On Weak Regular *-semigroups, Acta Mathematica Sinica, English Series，Vol.20, No.3 (2004)569-576.
[26] Yongua Li, Group Congruences On a Semigroup, Fuzzy systems and Mathematics, Vol.16, No. 4 (2004) 57—62.
[25]Yonghua Li, Several Kinds of Separation *-Congruences，华南师范大学学报， No.2 (2004) 7-13.
[24] Yonghua Li, Regular semigroups with a quasi-ideal regular *-transversal, 数学进展, Vol.32 (2003) 727-736.
[23] Yonghuga LI, P-regular semigroups and Q-regular semigroups, Southeast Asian Bulletin of Mathematics, Vol.26. No.6 (2003) 967-974.
[22] Yonghua Li, A Construction of P-regular Semigroup, 数学进展，Vol.32, No.6 (2003)727-738.
[21] Yonghua Li and Binjun Yu, A Construction of Orthodox Semigroups, Southeast Asian Bulletin of Mathematics, Vol.27, No.2 (2003) 307-316.
[20] Yonghua Li, Locally Regular *-Semigroups and Regular Semigroups with a Quasi—ideal Regular *-Transversal， Pure Mathematics and Applications，Vol. 14 No. 1-2（2003）93-104.
[19] Yonghua Li and Chengxian Xu, Fuzzy Congruence Pairs on a Regular Semigroup, Journal of Fuzzy Mathematics Vol. 11, No.4 (2003) 659-670.
[18] Yonghua Li and Chengxian Xu, Kernel Normal Systems of Orthodox Semigroups, 工程数学学报，Vol. 20, No.6 (2003) 85-89.
[17] Yonghua Li, On E-Unitary Regular Semigroups, Acta Mathematica Sinica, English Series，Vol.18, No.3 (2002)565-578.
[16] Yonghua Li and Chengxian Xu, The Fuzzy Kernels of Fuzzy Congruences on Regular Semigroups，工程数学学报，Vol.19, No.3 (2002) 118—122.
[15] Yonghua Li and Chengxian Xu, 正则半群的模糊同余三元组,西安交通大学学报,Vol. 36, No.4, (2002) 418-421.
[14] Yonghua Li, Homomorphisms between Two Sets of Fuzzy Subsemigroups, 数学研究与评论，Vol. 23, No.4 (2003) 615-622.
[13] Yongua Li, A Class of Regular Semigroups with Regular *-Transveral, Semigroup Forum Vol. 65 (2002) 43—47.
[12] Haibin Kan, Moucheng Zhang and Yonghua Li, Contruction of the Conjugate Hull Ψ(S) for Clifford Semigroup S, Progress In Natural Science, 1999.
[11] Yonghua Li and Moucheng Zhang, Extensions of Congruences on Subsemigrous of Semigroups,数学研究与评论, Vol. 19, No.3 (1999) 475-482.
[10] Yonghua Li, 多媒体在高等代数教学中的应用, 华南师范大学学报，1999，No.2, 25-28.
[9] Yonghua Li and Yong He, On Yamada’s Conjecture, 东北数学，Vol.14,No.1 (1998) 17-20.
[8] Yonghua Li, On the E-disjunctive Inverse Semigroups, Southeast Asian Bulletin of Mathematics Vol.22 (1998) 157-160.
[7] Haibin Kan, Moucheng Zhang and Yonghua Li, The Conjugate Hull of a Brandt Semigroup， Semigroup Forum, Vol.57 (1998) 301-304.
[6] Haibin Kan, Moucheng Zhang and Yonghua Li, On the Construction of the conjugate Hull of Brandt Semigroups, Acta Mathematica Sinica, Vol.14,No.4 (1998)519-526,
[5] Yonghua Li, 迹为1的n-扩张TC结构矩阵，华南师范大学学报，No.1(1997)33-35.
[4] Moucheng Zhang, Yuchun Cheng and Yonghua Li, The Intersection Property of Quasi-ideals in Rings and Semigroup Rings, Southeast Asian Bulletin of Mathematics, Vol.20, No.2 (1996)117-122.
[3] Moucheng Zhang and Yonghua Li, 正则半群上的I-同余，华南师范大学学报，No.1(1996)110-113.
[2] 正则半群上的幂等元同余类，华南师范大学学报，No.4(1995)54-60.
[1] Yonghuga Li and Moucheng Zhang, 半格的同余扩张，华南师范大学学报，No.2(1995)6-10.