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论 文 清 单
在《高等代数》教学改革与实践的过程中（1998—2007），课题组成员共发表论文119篇，其中SCI、SCIE 33篇，数学学报、数学年刊8篇．论文如下：
[1] 正规BCI-代数乘法表的块结构 ， 西北师范大学学报(自), 1998年第2期．
[2] 关于民族高师数学教育专业代数课教学改革的思考，西北师范大学学报(自), 1998年第2期．
[3] BCYB代数的常个体及ZY3代数的简化刻画, 数学研究与评论2004年第2期．
[4] 正交变换两个等价条件的分析, 甘肃联合大学学报2006年第2期．
[5] LIU ZHONGKUI, ON S-NOETHERIAN RINGS,ARCHIVUM MATHEMATICUM (BRNO),43(2007),55-60．
[6] QIAO HUSHENG, WANG LIMIN, AND LIU ZHONGKUI, ON SOME NEW CHARACTERIZATIONS OF RIGHT CANCELLATIVE MONOIDS BY FLATNESS PROPERTIES, THE ARABIAN JOURNAL FOR SCIENCE AND ENGINEERING, VOLUME 32, NUMBER 1A(2007), 75-82．
[7] LIU ZHONGKUI, SEMICOMMUTATIVE SUBRINGS OF MATRIX RINGS, J． MATHEMATICAL RESEARCH AND EXPOSITION, 26(2)(2006), 264-268．
[8] SHENGLIANG YANG AND ZHONGKUI LIU, EXPLICIT INVERSE OF THE PASCAL MATRIX PLUS ONE, INTERNATIONAL J． MATHEMATICS AND MATHEMATICAL SCIENCE, 2006, 1-7．
[9] LIU ZHONGKUI, TRIANGULAR MATRIX REPRESENTATIONS OF RINGS OF GENERALIZED POWER SERIES, ACTA MATHEMATICA SINICA, ENGLISH SERIES, 22(4)(2006), 989-998．
[10] LIU ZHONGKUI AND ZHAO RENYU, A GENERALIZATION OF PP-RINGS AND P．Q．-BAER RINGS, GLASGOW MATH． J．, 48(2006), 217-229．
[11] QIAO HUSHENG，WANG LIMIN AND LIU ZHONGKUI, ON FLATNESS PROPERTIES OF TORSION FREE RIGHT REES FACTOR ACTS, SEMIGROUP FORUM, 73(3)(2006), 470-474．
[12] YANG XIAOYAN AND LIU ZHONGKUI, GENERALIZED NOETHERIAN PROPERTY OF RINGS, 数学研
究与评论, 26(4)(2006), 674-678．
[13] LIU ZHONGKUI AND ZHAO RENYU，ON WEAK ARMENDARIZ RINGS，COMMUNICATIONS INALGEBRA, 34 (7)（2006），2607-2616．
[14] SHI XIAOPING, LIU ZHONGKUI, WANG FANGGUI AND SYDNEY BULMAN-FLEMING,
INDECOMPOSABLE, PROJECTIVE AND FLAT S-POSETS, COMMUNICATIONS IN
ALGEBRA,33(1)(2005), 235-251．
[15] LIU ZHONGKUI, PRINCIPAL QUASI-BAERNESS OF MALCEV-NEUMANN RINGS, 数学杂志，
25(3)(2005), 237-244．
[16] LIU ZHONGKUI, FAN WEILI，PRINCIPAL QUASI-BAERNESS OF SKEW POWER SERIES RINGS, J． MATHEMATICAL RESEARCH AND EXPOSITION, 25(2)(2005), 197-203．
[17] LIU ZHONGKUI, AMENDARIZ RINGS RELATIVE TO A MONOID, COMMUNICATIONS IN ALGEBRA, 33(3) (2005), 649-661．
[18] LIU ZHONGKUI AND JAVED AHSAN，THE TOR-GROUPS OF MODULES OF GENERALIZED POWER SERIES, ALGEBRA COLLOQUIUM, 12(3)(2005), 477-484．
[19] 刘仲奎，整环上广义幂级数环的分解性质，数学年刊，26（5）（2005），639-650．
[20] 刘仲奎，广义幂级数环的对偶，数学学报，48（2）（2005）， 397-402．
[21] LIU ZHONGKUI, EXTENDING PROPERTY FOR ESSENTIALLY COUNTABLY GENERATED SUBMODULES, J． MATHEMATICAL RESEARCH AND EXPOSITION, 25(4)(2005), 615-623．
[22] LIU ZHONGKUI, DIRECT SUMS OF EXTENDING MODULES, KYUNGPOOK MATH． J．, 43(2003), 157-162．
[23] 刘仲奎，广义逆多项式模的CO-HOPF性质，数学学报，46(3), 2003, 493-496．
[24] LIU ZHONGKUI, A NOTE ON QUASI-BAERNESS OF SKEW POWER SERIES RINGS, 陇东学院学报
（自然科学版），（JOURNAL OF LONGDONG UNIVERSITY,13(1)(2003), 1-3．
[25] LIU ZHONGKUI, ON LEFT (ALEPH, U)-COHERENT DIMENSIONS OF RINGS, J． MATH． RESEARCH EXPOSITION, 24(1)(2004), 83-88．
[26] LIU ZHONGKUI AND JAVED AHSAN, ON (ALEPH, U)-COHERENCE OF MODULES AND RINGS, ACTA MATHEMATICA SINICA, ENGLISH SERIES, 20(1)(2004), 105-114．
[27] LIU ZHONGKUI, LEFT (ALEPH, U)-COHERENT DIMENSIONS AND EXCELLENT EXTENSIONS OF RINGS, NORTHEAST． MATH． J．, 20(1)(2004), 57-62．
[28] LIU ZHONGKUI, THE EXT-GROUPS OF GENERALIZED MACAULAY-NORTHCOTT MODULES, VIETNAM J． MATHEMATICS, 32(2)(2004), 161-169．
[29] LIU ZHONGKUI, SPECIAL PROPERTIES OF RINGS OF GENERALIZED POWER SERIES, COMMUNICATIONS IN ALGEBRA, 32(8)(2004), 3215-3226．
[30] LIU ZHONGKUI, THE ASCENDING CHAIN CONDITION FOR PRINCIPAL IDEALS OF RINGS OF GENERALIZED POWER SERIES, COMMUNICATIONS IN ALGEBRA, 32(9)(2004), 3305-3314．
[31] LIU ZHONGKUI, ON MONOGENY AND EPIGENY CLASSES OF MODULES, J． MATHEMATICAL RESEARCH EXPOSITION, 24(4)(2004), 589-596．
[32] LIU ZHONGKUI, INJECTIVE PRECOVERS AND MODULES OF GENERALIZED INVERSE POLYNOMIALS, CHIN． ANN． MATH． 25B: 1(2004), 129-138．
[33] 刘仲奎.ON X-EXTENDING AND X-CONTINUOUS MODULES . COMMUNICATIONS IN ALGEBRA, 29(6)(2001), 2407-2418．
[34] 刘仲奎.INJECTIVITY OF MODULES OF GENERALIZED INVERSE POLYNOMIALS . COMMUNICATIONS IN ALGEBRA, 29(2)(2001), 583-592．
[35] 刘仲奎 . HERMITE AND PS-RINGS OF HURWITZ SERIES .COMMUNICATIONS IN ALGEBRA . 2000 .28(1) .299-305
[36] 刘仲奎. ENDOMORPHISM RINGS OF MODULES OF GENERALIZED INVERSE POLYNOMIALS . COMMUNICATIONS IN ALGEBRA . 2000 . 28(2) . 803-814
[37] 刘仲奎AND CHENG HUI . QUASI-DUALITY FOR THE RINGS OF GENERALIZED POWER SERIES COMMUNICATIONS IN ALGEBRA . 2000 . 28(3) . 1175-1188
[38] 刘仲奎 . A NOTE ON HOPFIAN MODULES . COMMUNICATIONS IN ALGEBRA . 2000 . 28(6) . 3031-3040
[39] 刘仲奎 AND J． AHSAN . PP-RINGS OF GENERALIZED POWER SERIES . ACTA MATHEMATICA SINICA ENGLISH SERIES . 2000 . 16(4) . 573-578
[40] 刘仲奎 AND J． AHSAN . RELATIVE CONTINUITY OF DIRECT SUMS OF M-INJECTIVE MODULES BULL． AUSTRAL． MATH． SOC . 2000 . 62 . 51-56
[41] 刘仲奎 . ON N-ROOT CLOSEDNESS OF GENERALIZED POWER SERIES RINGS OVER PAIRS OF RINGS .JOURNAL OF PURE AND APPLIED ALGEBRA . 1999 . 144 . 303-312
[42] 刘仲奎 . LEFT -COHERENT DIMENSION OF RINGS . VIETNAM JOURNAL OF MATH． . 1999 . 27 . 41-51
[43] 刘仲奎.A NOTE ON OSOFSKY-SMITH THEOREM .MATHEMATICAL JOURNAL OF OKAYAMA UNIVERSITY, 41(1999), 15-19．
[44] 刘仲奎 . A NOTE ON ALMOST EXCELLENT EXTENSIONS OF A RIGHT COHERENT RING . BULLETIN OF HONG KONG MATH． SOC． . 1999 . 2 . 255-259
[45] 刘仲奎, J．AHSAN . CO-SEMISIMPLE MODULES AND GENERALIZED INJECTIVITY TAIWANESE JOURNAL OF MATH． . 1999 .3 . 357-366
[46] 王宁，刘仲奎 . MONOIDS OVER WHICH ALL STRONGLY FLAT LEFT ACTS ARE REGULAR . COMMUNICATIONS IN ALGEBRA . 1998 . 26 . 1863-1866
[47] 刘仲奎，李方. PS-RINGS OF GENERALIZED POWER SERIES . COMMUNICATIONS IN ALGEBRA 1998.26 . 2283- 2291
[48] 刘仲奎.PF-RINGS OF GENERALIZED POWER SERIES.BULLETIN AUSTRAL． MATH．
SOC.1998.57. 427-432
[49] 刘仲奎. COMPLETELY RIGHT FSF-INJECTIVE MONOIDS . SEMIGROUPS ( EDITORS K．P．
SHUM) SPRINGER .1998 . 188-199
[50] 刘仲奎 .REMARKS ON KASCH RINGS AND PF-RINGS . THE SOUTHEAST ASIAN BULLETIN OF MATHEMATICS . 1998 .22 . 67-72
[51] 李方，刘仲奎.SMASH积为超限左自由正规化扩张的充分条件及其应用.数学学报 . 1999. 44.377-38
[52] 刘仲奎,EXCELLENT EXTENSIONS AND COHERENT DIMENSIONS OF RINGS,数学杂志，18（1）
1998．
[53] 刘仲奎,完全 -绝对纯幺半群，数学杂志，18（2），1998．
[54] 刘仲奎,赵志新，几乎优越扩张与同调维数，数学研究与评论，19（3）， 1999．
[55] 刘仲奎,所有循环平坦系满足条件（P）的PSF幺半群，数学杂志，19（3），1999．
[56] 赵志新，刘仲奎,GENERALIZED EXCELLENT EXTENSION AND HOMOLOGICAL DIMENSION, CHINESE QUARTERLY OF MATH．,13(3), 1998．
[57] 刘仲奎,FAN YUAN, CO-HOPFIAN MODULES OF GENERALIZED INVERSE POLYNOMIALS . ACTA MATHEMATICA SINICA ENGLISH SERIES, 17(3)(2001), 431-436．
[58] 刘仲奎, DIRECT SUMS OF TYPE 2 X-EXTENDING MODULES, VIETNAM J． MATH．
29(3)(2001), 225-233．
[59] 刘仲奎, J． AHSAN, PRIME AND SEMIPRIME ACTS OVER MONOIDS WITH ZERO, MATHEMATICAL J． IBARAKI UNIVERSITY, 33(2001), 9-15．
[60] 刘仲奎,ON LOCALLY NOETHERIAN MODULES, J． MATHEMATICAL RESEARCH AND EXPOSITION, 20(4)(2000), 491-497．
[61] 刘仲奎,CHARACTERIZATION OF V-MODULES BY RELATIVE QUASI-CONTINUITY, NORTHEAST MATH． J．, 17(2)(2001), 151-158．
[62] 刘仲奎,CHARACTERIZATION OF LOCALLY NOETHERIAN MODULES BY RELATIVE CONTINUITY, J． MATH．, 21(4)(2001), 387-390．
[63] 刘仲奎,A SUFFICIENT CONDITION FOR A SMASH PRODUCT AS A TRANSFINITE LEFT FREE NORMALIZING EXTENSION AND ITS APPLICATION, ACTA MATHEMATICA SINICA ENGLISH SERIES, 16(1)(2000), 71-78．
[64] 刘仲奎, J． AHSAN, 广义幂级数环的PP性质， 数学学报， 44（6）（2001），977-982．
[65] 刘仲奎,马勤生， 一类循环系的平坦性，数学研究与评论， 20（1）（2000）， 124-128．
[66] 刘仲奎,几乎局部NOETHER模的广义连续性特征， 西北师范大学学报， 36（1）（2000）， 1-4．
[67] 刘仲奎,ON ECG-EXTENDING AND ECG-QUASI-CONTINUOUS MODULES, THE ARABIAN J． FOR SCIENCE AND ENGINEERING, 27(1A)(2002), 115-120．
[68] 刘仲奎.MORITA DUALITY FOR THE RINGS OF GENERALIZED POWER SERIES, ACTAMATHEMATICA SINICA ENGLISH SERIES, 18(2)(2002), 245-252．
[69] 刘仲奎,关于遗传R-EXTENDING模,数学研究与评论， 22（2）（2002），238-240．
[70] 刘仲奎, A NOTE ON PRINCIPALLY QUASI-BAER RINGS, COMM． IN ALGEBRA, 30(8)(2002), 3885-3890．
[71] 刘仲奎，广义幂级数环的拟BAER性，数学年刊，23A:5(2002), 579-584．
[72] 刘仲奎，罗朗级数环的主拟BAER性，数学学报，45（6）2002，1107-1112
[73] LIU ZHONGKUI, PS-MODULES OVER RINGS OF GENERALIZED POWER SERIES, NORTHEAST． MATH． J．18(3)(2002), 254-260．
[74]广义联图的自同态幺半群的可逆性的一些结果，兰州大学学报(自)，2006年第4期,101-103．
[75] 广义联图的正则性，数学研究，2001年第3期302-305．
[76] 广义联的不可收缩性及强不可收缩性，甘肃科学学报，2001年第3期15-18．
[77] 广义字典序积的自同态幺半群，纯粹数学与应用数学，2001年第3期197-200．
[78] 图的距离不大于β的任意两点可区别的边染色，数学学报，2006年第3期
[79] C_m∨K_n的邻点可区别的边色数(英文)，兰州大学学报(自然科学版)，2005年第1期
[80] Adjacent-vertex-distinguishing total chromatic numbers on Mycielski’s graphs of several kinds of particular graphs， 兰州大学学报 (自), 2005, 41(2)．
[81] 关于图K2n+1－E(2K2)的邻点可区别全色数， 兰州大学学报 (自), 2005, 41(6)．
[82] Adjacent-vertex-distinguishing total chromatic numbers on monocycle graphs and the square of cycles． International Journal of pure and Applied Mathematics, 2005, 18(4)．
[83] Chromaticity on 6-partite graphs with 6n+5 vertices，纯粹数学与应用数学, 2005, 21(2)．
[84] PmVPn的邻点可区别全染色，西北师范大学学报（自）, 2005, 41(1)．
[85] n-方体的点可区别全色数的渐进性态，西北师范大学学报（自）, 2005,41(5)．
[86] On adjacent-vertex-distinguishing total coloring of graphs． Science in China, Ser．A , 2005, 48(3)．
[87] 两类4-正则循环图的邻点可区别全色数， 兰州理工大学学报, 2005,31(6)．
[88] 单圈图的邻强边染色， 兰州交通大学学报, 2005,24(6)．
[89] Adjacent-vertex-Distinguishing Total chromatic numbers of Pm×Pn, Journal of mathematical Research and exposition 2006,26(3)．
[90] Adjacent-vertex-Distinguishing Total chromatic number on 2-connected outer plane graph with Δ(G)≤4, Journal of Lanzhou University (Natural Science) 2006,42(6)．
[91] 图的距离不大于β的点可区别的全染色, 中国科学A辑 数学 2006,36(10) ． Science in China Series A:Mathematics 2006,49(10)．
[92] 一类联图的点可区别正常边染色, 西北师范大学学报(自), 2006,42(5) ．
[93] 几类完全4-部图的邻强边染色, 西北师范大学学报(自), 2006, 42(2) ．
[94] On the largest eigenvalues of trees,Discrete Mathematics,2004, 285(1-3):47～55, 被 SCI, EI 检索．
[95] Adjacent-vertex-distinguishing total chromatic numbers on K2n+1－E(P3), International Journal of pure and Applied Mathematics,2004, 13(1) ．
[96] Vertex-Distinguishing proper edge-colorings on Kn-t, 数学研究． 2004, 37(4)
[97] 两图之联的End-正则性, 西北师范大学学报(自),1999,35(3)．
[98] 几类特殊图的典型强因子图, 西北师范大学学报(自),1999,35(4)．
[99] 图的广义字典序积的不可收缩性, 西北师范大学学报（自）, 2000,36(2)．
[100] 图的广义字典序积的强不可缩回性,西北师范大学学报（自）,2000,36(4)．
[101] 最大公因数的一种新求法,西北师范大学学报（自）, 2002,38(4)．
[102] 单射及满射的刻画, 西北师范大学学报（自）, 2003,39(1)．
[103] Wolk定理的另证, 西北师范大学学报（自）, 2003,39(3)．
[104] 关于平面图的几类一元运算图的特征多项式, 西北师范大学学报(自), 2004, 40 (1)．
[105] 一类非End-正则图,西北师范大学学报（自）,2004,40(2)．
[106] PmVPn的邻点可区别全染色,西北师范大学学报（自）,2005, 41(1)．
[107] Generalized Lexicographic Product of Graphs and Strong Endomorphism Monoid, The Arabian Journal for Science and Engineering, 2000, 25(2C)．
[108] 最大度等于5的图的强边色数, 西北师范大学学报（自）, 2007, 43(2)．
[109] 关于斜多项式环的左半中心幂等元的性质，纯粹数学与应用数学， 2002年4期．
[110] 关于skew多项式环左半中心幂等元的性质，甘肃科学学报，2003年的第1期．
[111] 斜多项式环 是p．q-Baer环的充分条件，西北师范大学学报 2003年第2期．
[112] 线性方程组理论的一个应用，纯粹数学与应用数学， 2003年第3期．
[113] 一类n阶行列式的计算，西北师范大学学报， 1999年第3期．
[114] 关于 左半中心幂等元和斜多项式环的性质，西北师范大学学报，2002年第2期．
[115] Noether子模的Extending性质，纯粹数学与应用数学，2003年第4期．
[116] p．q-Baer环的Laurent多项式扩张，甘肃科学学报，2004年的第1期．
[117] 广义基本相对内射模的推广，西北师范大学学报， 2003年第4期．
[118] 广义基本有限生成的TS-模，西北师范大学学报， 2005年第4期．
[119] 超Vandermonde行列式的推广，西北师范大学学报， 2005年第6期．
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