陈裕群

1981.1--1987.8 湖北黄冈师院数学系，助教、讲师 1987.9--1990.7 华南师范大学数学系攻读硕士 1990.7--2007 华南师范大学数学系，讲师、副教授、教授 1996.1--1998.10 香港中文大学数学系攻读博士 2000.7--2008 华南师范大学数学科学学院副院长 2002.1--2008 东南亚数学学报执行编辑 外出访问经历： 1998.8-9 德国Potsdam大学, 访问学者 1999.3-4 香港中文大学数学系，访问学者 2002.7-8 香港中文大学数学系，访问学者 2006.7-10 俄罗斯科学院Sobolev数学研究所, 访问学者 科研项目: 1、2000-2002年，主持国家自然科学基金项目"代数结构的若干研究”(No:19971028) 2、2008-2010年，主持国家自然科学基金项目"某些群和代数的Grobner-Shirshov基”(No:10771077) 3、2003-2005年，主持广东省自然科学基金课题，“半群环及其应用”(No:021073) 4、2003-2005年，主持广东省教育厅自然科学基金课题，“半群的Morita理论及其应用”(No:z02017) 5、2006-2008年，主持广东省自然科学基金课题，“环与半群的Morita等价”(No:06025062) 6、2004-2006年，参加国家自然科学基金课题，“同调代数和代数K理论在非交换代数的应用”(No:10471045) 7、2004-2006年, 参加广东省自然科学基金课题，“同调代数和代数K理论对非交换代数的应用”(No:000463) 8、1996-1998年，参加国家自然科学基金课题，“半群论及其应用”(No:19571030) 招生方向： 1、硕士研究生招生方向：基础数学--代数及其应用 2、博士研究生招生方向：基础数学--Grobner基理论及其应用 教学情况: 1998年以来先后主讲:本科生课程: 近世代数, 初等数论, 高等代数, 线性代数, 高等数学等; 研究生课程: 基础代数, 环论, 半群环, S-系理论, 环与模范畴, Grobner-Shirshov基理论, 组合群论, 组合代数，自由李代数，Comformal代数, Dialgebra等 2002年获华南师范大学教学优秀奖 科研成果： 2005年“代数的的Morita理论及其应用”获广东省自然科学二等奖 科研论文： [1] Zhang Mou-Cheng and Chen Yuqun，Some results of semigroup rings, Words, Languages and Combinatorics (Kyoto, 1990), 564-574. [2] Zhang Mou-Cheng and Chen Yuqun，The centralizers of semigroup rings, Proceedings of Asian Mathematical Conference, (Hong Kong, 1990), 554-559. [3] Zhang Mou-Cheng and Chen Yuqun，On the group of units in semigroup rings, Proceedings of the SEAMS Conference on Ordered Structures and Algebras of Computer Language, World Scientific Inc., 1991, 310-323. [4] 陈裕群，环的Dorroh扩张的推广及其根，华南师大学报，1992年第2期, 92-97. [5] Chen Yuqun，Radicals of semigroup rings, SEA Bull. Math., 19(1995), 99-103. [6] Chen Yuqun and Zhang Mou-Cheng， Z-semigroups. Proceedings of the Second Asian Mathematical Conference 1995 (Nakhon Ratchasima), 117-122. [7] Zhang Mou-Cheng, Chen Yuqun and Li Yonghua,The intersection property of quasi-ideals in rings and semigroup rings, SEA Bull. Math., 19(1996), 117-122. [8] Chen Yuqun and K. P. Shum, Quasi-direct sums of rings and their radicals. Comm. Algebra, 25(1997), 3043-3055. [9] Chen Yuqun, Some remarks on radicals of rings, Pure Mathematics and Applications, 9(1998),265-271. [10] Chen Yuqun and K. P. Shum, Projective and indecomposable S-acts, Sci. China (Series A), 42:6(1999), 593-599. [11] Chen Yuqun and K. P. Shum, On Algebras and their radicals, Acta Math. Hungar., 85(1999), 331-344. [12] 陈裕群, 岑嘉评, 投射和不可分S-系, 中国科学（A辑），第29卷第3期，1999，193-197. [13] Chen Yuqun, Projective S-acts and exact functors, Algebra Colloq., 7(2000), 113-120. [14] Zhifeng Hao, Lianggui Feng, Yuqun Chen and Degui Yang, On the homological modules of generalized triangular matrix rings, Representations and quantizations (Shanghai, 1998), 199--211, China High. Educ. Press, Beijing, 2000. [15] Chen Yuqun, Centralizers and central idempotents of semigroup rings, Semigroup Forum, 62(2001), 41-52. [16] Chen Yuqun and K. P. Shum, Morita equivalence for factorisable semigroups, Acta Math. Sinica, 17(2001), 437-454. [17] Chen Yuqun and K. P. Shum, On Rees split short exact sequences of S-systems, Semigroup Forum, 65(2002), 141-148. [18] Chen Yuqun, Zhifeng Hao and Yun Fan, Morita equivalence for semigroup rings, SEA Bull. Math., 26(2002), 747-750. [19] 陈裕群, 岑嘉评, 可分解半群的等价, 数学学报，第46卷第3期，2003，497-506. [20] 张霞, 陈裕群, 模格与半单代数，华南师范大学学报，2004年，No.2, 20-25. [21]Chen Yuqun and Zhang Xia, Generalized Goldie dimension of an S-act, SEA Bull. Math., 29(2005)，31-40. [22] Chen Yuqun, Zhifeng Hao and Yun Fan，Ideal lattics of Morita rings and Morita semigroups, Acta Math. Sinica (New Series), 21（2005), 893-898. [23] Ni Lili and Yuqun Chen, Annihilator of tensor product of S-acts, East-West J. Math., 6(2005), 51-60. [24] Chen Yuqun, K. P. Shum and Zhifeng Hao, Radicals of semilattice-graded rings, Algebra Colloq., 12(2005), 591-596. [25] Zhang Xia, Chen Yuqun and Wang Yanming, Chain conditions on essential subacts, Northeast Math. J., 22(3)(2006), 357-369. [26] Feiyan Chen，Yuqun Chen and Lian Liang, Essential and superfluous congrences of S-acts, Journal of Mathematics, 39(2009), 73-80. [27] Chen Yuqun and Jianjun Qiu, Groebner-Shirshov basis for free product of algebras and beyond, SEA. Bull. Math, 30(2006), 811-826. [28] L. Bokut and Yuqun Chen, Groebner-Shirshov bases for Lie algebras: after A.I. Shirshov, SEA Bull Math., 31(2007), 1057-1076. arXiv:0804.1254 [29] Xia Zhang, Ulrich Knauer and Yuqun Chen, Classification of monoids by injectivities I. C-injectivity, Semigroup Forum, 76(2008), 169-176. [30] Xia Zhang, Ulrich Knauer and Yuqun Chen, Classification of monoids by injectivities II. CC-injectivity, Semigroup Forum, 76(2008), 177-184. [31] Chen Yuqun, Siu-Hung Ng and Kar-Ping Shum, On radicals of module coalgebras, Journal of Pure and Applied Algebra, 212(2008), 157-167. arXiv:math/0611660 [32] Chen Yuqun and Zhong Chanyan, Groebner-Shirshov basis for HNN extensions of groups and for the alternative group, Comm. Algebra, 36(1)(2008), 94-103. arXiv:0804.0642 [33] Chen Yuqun, Yong He and K. P. Shum, Projectively condensed semigroups, generalized completely regular semigroups and projective orthomonoids, Acta Math. Hungar., 119(3)(2008), 281-305. DIO: 10.1007/s10474-007-7038-x [34] L. Bokut and Yuqun Chen, Groebner-Shirshov bases: some new results, Advances in Algebra and Combinatorics, World Scientific, 2008, 35-56. arXiv:0804.1344 [35] Chen Yuqun, Groebner-Shirshov basis for Schreier extensions of groups, Comm. Algebra, 36(5)(2008), 1609-1625. arXiv:0804.0641 [36] Chen Yuqun, Hongshan Shao and K. P. Shum, On Rosso-Yamane theorem on PBW basis of $U_q(A_N)$, CUBO A Mathematical Journal, 10(3)(2008), 171-194. arXiv:0804.0954 [37] Yuqun Chen, Wenshu Chen and Runai Luo, Word problem for Novikov's and Boone's group via Groebner-Shirshov bases, SEA Bull Math., 32(5)(2008), 863-877. [38} Chen Yuqun and Jianjun Qiu, Groebner-Shirshov basis for the Chinese monoid, Journal of Algebra and its Applications,7(5)(2008), 623-628. arXiv:0804.0972 [39] Chen Yuqun, Yongshan Chen and Yu Li, Groebner-Shirshov bases for differential algebras, Arabian Journal for Science and Engineering, to appear. arXiv:0805.2327v2 [40] Chen Yuqun, Groebner-Shirshov basis for extensions of algebras, Algebra Colloq., 16(2)(2009), 283-292. arXiv:0804.0643 [41] L. Bokut, Yuqun Chen and Yu Li, Anti-commutative Groebner-Shirshov bases of a free Lie algebra, Science in China, 52(2)(2009), 244-253. arXiv:0804.0914 [42] Chen Yuqun and Zhong Chanyan, Groebner-Shirshov basis for some one-relator groups, Algebra Colloq., to appear. arXiv:0804.0643 [43] L. Bokut, Yuqun Chen and Yongshan Chen, Composition-Diamond lemma for tensor product of free algebras, Journal of Algebra, to appear. arXiv:0804.2115 [44] L. Bokut, Yuqun Chen and Cihua Liu, Groebner-Shirshov bases for dialgebras, submitted.arXiv:0804.0638 [45] Chen Yuqun, Yongshan Chen and Chanyan Zhong, Composition-Diamond lemma for modules, Czech J Math, to appear. arXiv:0804.0917 [46] Chen Yuqun and Yu Li, An application of non-associative Composition-Diamond lemma, submitted. arXiv:0804.0915 [47] L. Bokut, Yuqun Chen and Xiangui Zhao, Groebner-Shirshov beses for free inverse semigroups, International Journal of Algebra and Computation, 19(2)(2009), 129-143. arXiv:0804.0959 [48] L. Bokut, Yuqun Chen and Jianjun Qiu, Groebner-Shirshov bases for associative algebras with multiple operations and free Rota-Baxter algebras, Journal of Pure and Applied Algebra, to appear. arXiv:0805.0640v2 [49] Yuqun Chen and Qiuhui Mo, A note on Artin-Markov normal form theorem for braid groups, SEA Bull Math, 33(2009), 403-419. arXiv:0806.0877 [50] L. Bokut, Yuqun Chen and Cihua Liu, Groebner-Shirshov bases for Coxeter groups,submitted. [51] L. Bokut, Yuqun Chen and Guangliang Zhang, Composition-Diamond lemma for associative n-conformal algebras, submitted. arXiv:0903.0892 [52] L. Bokut, Yuqun Chen and Yu Li, Grrebner-Shirshov bases for Vinberg-Koszul-Gerstenhaber right-symmetric algebras, submitted. arXiv:0903.0706 [53] L. Bokut, Yuqun Chen and Xueming Deng, Groebner-Shirshov bases for Rota-Baxter algebras, submitted. [54] Xia Zhang and Yuqun Chen, Groebner-Shirshov bases for H-modules, submitted. [55] Yuqun Chen and Qiuhui Mo, Embedding algebras into simple algebras and two-generated algebras, submitted. [56] Jianjun Qiu and Yuqun Chen, Composition-Diamond lemma for $\lambda$-differential associative algebras with multiple operators, submitted. arXiv:0904.0836