序号 题目 详细
78 数科院 Bai, Chuan-Zhi (Department of Mathematics, Nanjing Normal University); Fang, Jin-Xuan So
78. Existence of multiple positive solutions for nonlinear m-point boundary-value problems
61 数科院 Bai, Chuan-Zhi (Department of Mathematics, Nanjing Normal University); Fang, Jin-Xuan So
61. Existence of multiple positive solutions for functional differential equations
132 数科院 Bao, Pei-Ming (Dept. of Comp., net
132. Learning capability in fuzzy Petri nets based on BP Nanjing Normal Univ.) Source: Jisuanji Xuebao/Chinese Jou
13 数科院 Bao, Peiming (Nanjing Normal Univ) Source: Jisuanji Gongcheng/Computer Engineering, v 2
13. Dijkstra algorithm application in the dynamic weight system
122 数科院 Chen, Huaihui (Department of Mathematics, Nanjing Normal University); Ye, Zhuan Source:
122. The error term in Nevanlinna's inequality
166 数科院 Chen, J.-R. (Sch. of Mathematics/Computer Sci., Nanjing Normal University); Cui, J.-Z. Sour
166. Two-scale FEM for elliptic mixed boundary value problems with small periodic coefficients
79 数科院 Chen, Jinru (Department of Mathematics, with entirely small periodic Cui, Junzhi
79. A multiscale rectangular element method for elliptic problems Nanjing Normal University);coefficients Source: A
9 9. Uniform数科院 Chen, Jinru (Nanjing Normal Univ) Source: Communications in Numerical for non-self-adjoi
convergence and two-level Schwarz method for Carey non-conforming element method Methods in Engin
195 数科院 Chen, Jin-Ru (Sch. elliptic problems with small periodic coefficients
195. Two-scale curved element method for of Math. and Comp. Sci., Nanjing Normal Univ.); Cui, Jun-Zhi Source: Jo
201 数科院 Chen, method for nonselfadjoint elliptic problems with rapidly oscillatory coefficients
201. Two-scale finite element Jinru (Sch. of Math. and Computer Sciences, Nanjing Normal University); Cui, Junzhi
220 数科院 element method of Math. problems with highly oscillatory coefficients
220. A multiscale finite Chen, Jinru (Sch.for ellipticand Computer Sciences, Nanjing Normal University); Cui, Junzhi
187 数科院 Chen, Jinru (Sch. of Math. and mortar element method for Normal University); Xu, Xuejun
187. Uniform convergence and Schwarz method for theComputer Sciences, Nanjingnon-selfadjoint and indefinite prob
16 数科院 Chen, qq@Yong-Gao (Nanjing Normal Univ) Source: Discrete Mathematics, v 223, n 1, Aug
16. On sums and intersects of sequences
184 数科院 Chen, Xin (School matrices
184. Splitting based on the outer inverse of of Mathematics and Comp. Sci., Nanjing Normal University); Wang, Wei;
138 数科院 approximation (Department inverse A(d)
138. Representation andChen, Yong-Linfor the Drazinof Mathematics, Nanjing Normal University, 210097) Source: A
3 数科院 Chen, Yong-Lin (Nanjing Normal Univ); of a matrix A
3. Representation and approximation of the outer inverse AT,S(2)Chen, Xin Source: Linear Algebra and Its Applicatio
42 数科院 Chen, Youpeng (Department of Mathematics,
42. Blow-up for a porous medium equation with a localized source Nanjing Normal University); Xie, Chunhong So
188 数科院 Cui, Jingan (Sch. of Math. and Computer Science, Nanjing Normal University) Source: Comp
188. The effect of dispersal on permanence in a predator-prey population growth model
29 29. On the 数科院 of asymptotically positively homogeneous equations with Sturm-Liouville boundary value Appl
solvability Dong, Yujun (Nanjing Normal Univ) Source: Nonlinear Analysis, Theory, Methods and cond
247 数科院 Dou, its compression of multi-versioning of Math.
247. Object identification andWan-Feng (Dept.for Comp. Sci., Coll.technique and Comp. Sci., Nanjing Normal Univ.)
193 数科院 Du, Q. (Sch. of Math. and Comp. Sci., Nanjing Normal University); Yu, D. Source: Computin
193. A domain decomposition method based on natural boundary reduction for nonlinear time-dependent exterior wav
214 数科院 Du, Q.-K. (School of Mathematics and
214. Evaluations of certain hypersingular integrals on interval Comp. Sci., Nanjing Normal University) Source: Inter
245 数科院 Du, Qi-Kui (Sch. of Math. and Computer Science, Nanjing Normal University); Yu,
245. Natural boundary element method for elliptic boundary value problems in domains with concave angle De-Hao S
197 数科院 alternating algorithm based on the natural boundary reduction for University); Yu, Dehao o
197. Dirichlet-neumannDu, Qikui (Sch. of Math. and Computer Sciences, Nanjing Normaltime-dependent problemsSo
174 数科院 Du, Qikui (School natural boundary reduction for Nanjing Normal University); Yu, Dehao So
174. Schwarz alternating method based on of Mathematics/Computer Sci., time-dependent problems on unbounded do
128 数科院 Ercai, of self-similar measures in complete metric Normal
128. The pointwise dimensionChen (Department of Mathematics, Nanjing spaces University); Kupper, Tassilo Sourc
30 数科院 a mixing measure-preserving Univ) Source:
30. Chaotic behavior of Ercai, Chen (Nanjing Normal transformation Nonlinear Analysis, Theory, Methods and Applic
96 数科院 Fang, Cai-Yun (Dept. differential polynomials
96. Uniqueness of meromorphic functions andof Mathematics, Nanjing Normal University); Fang, Ming-Liang Source
91 91. On the 数科院 theorems of generalized fuzzy integral sequence
convergenceFang, J.-X. (Department of Mathematics, Nanjing Normal University) Source: Fuzzy Sets and
67 67. Φ-contractor and the solutions for nonlinear operator equations in fuzzy normed spaces
数科院 Fang, J.-X. (Department of Mathematics, Nanjing Normal University); Song, G.-A. Source: F
105 数科院 topological vector spaces
105. Induced I(L)-fuzzyFang, J.-X. (Department of Mathematics, Nanjing Normal University); Yan, C.-H. Source: Fu
71 71. A note 数科院 Fang, Jin-Xuan of generalized Mathematics,
on the convergence theorem (Department offuzzy integrals Nanjing Normal University) Source: Fuzzy Sets
74 数科院 Fang, Jin-Xuan (Department of Mathematics, Nanjing
74. On nonlinear equations for fuzzy mappings in probabilistic normed spaces Normal University) Source: Fuzzy Sets
84 84. A note 数科院 Fang, of fuzzy (Department and fuzzy normed spaces
on the completionsJin-Xuan metric spacesof Mathematics, Nanjing Normal University) Source: Fuzzy Sets
77 数科院 Fang, Jin-Xuan (Department of Mathematics, Nanjing En
77. Some properties of the level convergence topology on fuzzy number space Normal University); Huang, Huan Sour
117 数科院 Fang, of a sequence of fuzzy numbers
117. On the level convergenceJin-Xuan (Department of Mathematics, Nanjing Normal University); Huang, Huan Sour
104 数科院 an extension theorem for continuous fuzzy linear order-homomorphisms
104. Completeness and Fang, Jin-Xuan (Department of Mathematics, Nanjing Normal University); Xu, Xiao-Li Sourc
88 88. Global 数科院 for the semilinear thermoelastic of Mathematics, Nanjing Normal University) Source: Mathematic
attractor Gao, Hongjun (Department problem
86 数科院 Gao, Hongjun (Department of Mathematics, Nanjing Normal
86. A Dirichlet boundary value problem for a generalized Ginzburg-Landau equation University); Bu, C. Source: App
76 76. Almost数科院 solution for a model of tumor growth
periodic Gao, Hongjun (Department of Mathematics, Nanjing Normal University); Bu, Charles Source
229 数科院 Han, Deren (Sch. of Math. and Comp. for Nanjing Normal Univ.) Source:
229. A truly globally convergent feasible Newton-type methodSci.,mixed complementarity problemsJournal of Compu
209 数科院 Han, Deren (Sch. of Math. and Computer Science, Nanjing Normal
209. A new hybrid generalized proximal point algorithm for variational inequality problems University) Source: Journ
191 数科院 Han, Deren (Sch. of Math. and Computer Science, Nanjing Decomposition Algorithm
191. Solving Variational Inequality Problems with Linear Constraints by a ProximalNormal University); Lo, Hong K.
161 数科院 Han, Deren (School of Math./Computer Science, Nanjing Normal University) Source: Journal
161. A proximal decomposition algorithm for variational inequality problems
216 数科院 Han, Qiaoming (Sch. of Math. and Computer Science, Nanjing Normal University, 210097); H
216. Revised filled function methods for global optimization
89 数科院 Hongjun, Gao (Department of Mathematics, Nanjing Normal
89. Instability of traveling waves of the convective-diffusive Cahn-Hilliard equation University); Changchun, Liu So
60 60. A note 数科院 Huang, Huan (Department b]
on the relation between A[a, b] and B[a,of Mathematics, Nanjing Normal University); Fang, Jin-Xuan Sour
121 数科院 Huang, Keliang (Department of Physics, of comet Hale-Bopp
121. The broad-band CCD photometry and dust production rates Nanjing Normal University); Hu, Jingyao; Zhou, Ho
72 数科院 some fourth-order nonlinear elliptic problems
72. Existence results forJihui, Z. (Department of Mathematics, Nanjing Normal University) Source: Nonlinear Analys
1 a Ginzburg-Landau type minimizer in higher dimensions
1. C1,α convergence of Lei, Yutian (Nanjing Normal University, Department of Mathematics) Source: Nonlinear Ana
数科院
47 数科院 Li, Xiaoqing (Physics Department, Nanjing Normal University); Ji, Haisheng Source: Science
47. Structures of magnetized thin accretion disks
235 数科院 Liu, Hong (Department of Mathematics, School
235. Stability of numerical methods for solving linear index-3 DAEs of Mathematics and Comp. Sci., Nanjing Nor
111 数科院 Liu, Jijun (Department of scattering problem with impedance boundary
111. Reconstruction and uniqueness of an inverse Mathematics, Nanjing Normal University); Cheng, Jin; Nakamura, G
35 数科院 Song, Rushun (Nanjing Normal Univ) system
35. Comprehensive analysis of the security risk of information Source: Jisuanji Gongcheng/Computer Engineering, v
207 数科院 Song, Y. (School of of an arbitrary matrix
207. A note on the variation of the spectrum Mathematics and Comp. Sci., Nanjing Normal University) Source: Linea
137 137. On an数科院 Song, Yongzhong (Department of Mathematics, Nanjing
inequality for the Hadamard product of an M-matrix and its inverse Normal University, 210097) Source:
210 数科院 Song, of extrapolated iterative methods Computer linear systems
210. On the semiconvergence Yongzhong (School of Math. andfor singularScience, Nanjing Normal University); Wan
204 数科院 Song, Yongzhong (School of Mathematics and Comp. Sci., Nanjing Normal University) Sour
204. Semiconvergence of block SOR method for singular linear systems with p-cyclic matrices
69 数科院 law W. (Department of Mathematics,
69. Triple reverse-orderSun, for weighted generalized inverses Nanjing Normal University); Wei, Y. Source: Applied
31 数科院 Sun, Wen-yu (Nanjing Normal Univ); de Sampaio, R.J.B.; Yuan, Jin-Yun Source: Journal of
31. Two algorithms for LC1 unconstrained optimization
212 数科院 Sun, Wen-Yu (Sch. of Math. and Comp.
212. Proximal point algorithm for minimization of DC function Sci., Nanjing Normal Univ.); Sampaio, Raimundo J.B
213 213. Conic数科院 Sun, Wen-Yu (Sch. of Math. and Comp. Sci.,
trust region method for linearly constrained optimization Nanjing Normal Univ.); Yuan, Jin-Yun; Yuan,
223 数科院 Sun, Wenyu (Sch. solving and Computer Science,
223. Nonmonotone trust region method forof Math. optimization problems Nanjing Normal University) Source: Appl
164 数科院 Sun, Wenyu (School of Mathematics/Computer Sci., optimization problems
164. Global convergence of nonmonotone descent methods for unconstrainedNanjing Normal University); Han, Jiye;
139 数科院 Wang, Haiyan (Department of Mathematics, Nanjing Normal University, 210097); Song, Yon
139. Regularization methods for solving differential-algebraic equations
107 数科院 Wei, the Gelfand-Kolmogorov Theorem
107. A Constructive Proof ofHe (Department of Mathematics, Nanjing Normal University) Source: Applied Categoric
82 数科院 Wu, Z. (Department of Mathematics, Nanjing graphs
82. Hamiltonicity, neighborhood intersections and the partially square Normal University); Zhang, X.; Zhou, X. Sourc
127 数科院 Xia, Jianguo (Dept. in Zn
127. Regular n-simplices in Rn with verticesof Math., Nanjing Normal Univ.); Qin, Hourong Source: Science in China
14 数科院 Xiang, quadratic systems
14. Ergodicity of limit cycles inZhang (Nanjing Normal Univ) Source: Nonlinear Analysis, Theory, Methods and App
113 113. Bloch数科院 and BlochChengji (Department of Mathematics, Nanjing Normal University); Chen, Huaihui So
functions Xiong, constants
8 数科院 Xu, Jing (Nanjing Normal Univ); Yu, Yijian; Ji, Genlin Source: Jisuanji Gongcheng/Compute
8. Development of a Proxy network counter
92 92. The α-normal functions Yan (Department of Mathematics, Nanjing Normal University) Source: Computers and M
数科院 Xu,
75 数科院 Xu, Yan (Department of
75. Meromorphic functions sharing one finite setMathematics, Nanjing Normal University) Source: Computers and M
94 数科院 Yan, C.H. (Department L-topological vector spaces
94. Generalization of Kolmogoroff's theorem to of Mathematics, Nanjing Normal University); Fang, J.-X. Source: Fuz
73 数科院 Yan, Cong-Hua (Department of Mathematics, Nanjing Normal University) Source: Fuzzy Sets
73. Generalization of inductive topologies to L-topological vector spaces
62 62. A short数科院 canonicalCong-Hua (Department of Mathematics, Nanjing Normal University) Source: Fuzzy Sets
note on Yan, topologies on the real line
87 数科院 Yan, Cong-Hua (Department of vector spaces
87. The uniform boundedness principle in L-topological Mathematics, Nanjing Normal University); Fang, Jin-Xuan So
99 99. Locally数科院 L-topological vector spaces
bounded Yan, Cong-Hua (Department of Mathematics, Nanjing Normal University); Fang, Jin-Xuan So
18 数科院 Yan, Shijian multidimensional TLS problem
18. Original TLS solution sets of the (Nanjing Normal Univ); Huang, Kaibin Source: International Journal of Comput
53 数科院 Yang, Min (Sch. of Math. and Computer Science, Nanjing Normal University); Du, Qikui Sou
53. A Schwarz alternating algorithm for elliptic boundary value problems in an infinite domain with a concave angle
133 数科院 Yang, Yongfit (Department of Mathematics, Nanjing Normal University); Gao, Hongjun
133. Continuous dependence on modelling for a complex Ginzburg-Landau equation with complex coefficients Sour
90 数科院 Yang, Yongfu (Department of Mathematics, Nanjing Normal
90. Some continuous dependence results on the complex Ginzburg-Landau equation University); Gao, Hongjun Sour
211 数科院 Yang, CPG (Sch. of Math. and Computer Science, Nanjing
211. A generalized locomotionZhijunarchitecture based on oscillatory building blocksNormal University); Franca, Fel
237 数科院 Yang, Zuodong (Department of Mathematics, Sch. of Math.
237. Existence of positive bounded entire solutions for quasilinear elliptic equations and Computer Science, Nanjing N
198 数科院 Zhang, Futai (College of Math. and Comp. Sci., Nanjing Normal University); Ji, Dongyao; W
198. Threshold generation of signcryption
54 数科院 Zhang, Fu-Tai (Sch. secret sharing on vector space access structures
54. Information-theoretical secure verifiable of Math. and Comp. Sci., Nanjing Normal Univ.); Shi, Jun; Wang, Yu-M
19 数科院 Zhang, Huaizhong NT
19. Telephony communication in Windows(Nanjing Normal Univ) Source: Jisuanji Gongcheng/Computer Engineerin
227 数科院 Zhang, Jihui (Sch. of Math. and Computer Science,
227. Existence results for the positive solutions of nonlinear elliptic systemsNanjing Normal University) Source: App
83 数科院 Zhang, Xuebin (Department of size four
83. Incomplete perfect Mendelsohn designs with block Mathematics, Nanjing Normal University) Source: Discrete M
33 数科院 Zhang, Xuebin (Nanjing Normal Univ) Source: Journal of Combinatorial Designs, v 8, n 4, 20
33. Nilpotent Steiner skeins with nilpotent derived Steiner loops
93 数科院 Zhang, Zhiyue (Dept. of Math., Nanjing Normal Univ.)
93. ASE-I parallel numerical method for a class of nonlinear evolution equation Source: Jisuan Lixue Xuebao/Chinese
224 数科院 Zhang, Zi-Yu filter of Comp. Sci. and Technol., Nanjing Normal Univ.) Source: Dianzi Yu X
224. Design of two-channel low delay(Dept.banks
165 数科院 Zhu, Q. (Developing Dept. of Comp. Technol., Nanjing Normal University) Source: Jiliang X
165. Research on non-contact on-line measuring and controlling method for external grinding
142 142. Direct数科院 address mapping LCMAC neural network Nanjingapplication in robot sensor
weight Zhu, Qing-Bao (Dept. of Comp. Sci., and its Normal Univ.) Source: Jisuanji Xuebao/Chines
157 数科院 Zhu, algorithm based on mutation and dynamic pheromone updating
157. Ant colony optimizationQing-Bao (Dept. of Comp. Sci., Nanjing Normal Univ.); Yang, Zhi-Jun Source: Ruan Jia
58 58. Grating数科院 Zhu, Qing-Bao (Dept. of Comp., Nanjing by neural networks technique
measuring instrument with high resolution developed Normal Univ.) Source: Jiliang Xuebao/Acta Metrol
23 数科院 Zhu, Qingbao (Nanjing a multilayer neural networks and simulation experiment
23. Training algorithm with adaptive control forNormal Univ) Source: Jisuanji Gongcheng/Computer Engineering, v 2
28 数科院 Zhu, Qingbao (Nanjing Normal Univ) Source: Yi
28. Research of a new intelligent pneutronic micro measuring instrument Qi Yi Biao Xue Bao/Chinese Journal of Sci
University); Fang, Jin-Xuan Source: Applied Mathematics and Computation (New York), v 140, n 2-3, Aug 10, 2003, p 297-305
University); Fang, Jin-Xuan Source: Computers and Mathematics with Applications, v 45, n 12, June, 2003, p 1797-1806
e: Jisuanji Xuebao/Chinese Journal of Computers, v 27, n 5, May, 2004, p 695-702 Language: Chinese
eng/Computer Engineering, v 26, n 4, Apr, 2000, p 11-12, 23 Language: Chinese
University); Ye, Zhuan Source: Science in China, Series A: Mathematics, Physics, Astronomy, v 43, n 10, October, 2000, p 1060-1066
mal University); Cui, J.-Z. Source: Journal of Computational Mathematics, v 19, n 5, September, 2001, p 549-560
versity); Cui, Junzhi Source: Applied Mathematics and Computation (New York), v 130, n 1, Jul 25, 2002, p 39-52
n Numerical Methods in Engineering, v 16, n 4, Apr, 2000, p 275-292
Univ.); Cui, Jun-Zhi Source: Journal of Computational Mathematics, v 20, n 4, July, 2002, p 381-390
ormal University); Cui, Junzhi Source: Applied Mathematics and Computation (New York), v 150, n 2, Mar 8, 2004, p 585-601
ormal University); Cui, Junzhi Source: Applied Numerical Mathematics, v 50, n 1, July, 2004, p 1-13
ormal University); Xu, Xuejun Source: Applied Mathematics and Computation (New York), v 136, n 2-3, Mar 15, 2003, p 517-533
Mathematics, v 223, n 1, Aug, 2000, p 351-354
ormal University); Wang, Wei; Song, Yongzhong Source: Applied Mathematics and Computation (New York), v 132, n 2-3, Nov 10, 2002, p 353-
University, 210097) Source: Applied Mathematics and Computation (New York), v 119, n 2-3, Apr 15, 2001, p 147-160
near Algebra and Its Applications, v 308, n 1-3, Mar, 2000, p 85-107
University); Xie, Chunhong Source: Applied Mathematics and Computation (New York), v 159, n 1, Nov 25, 2004, p 79-93
rmal University) Source: Computers and Mathematics with Applications, v 44, n 8-9, October/November, 2002, p 1085-1097
sis, Theory, Methods and Applications, v 42, n 8, Sep, 2000, p 1351-1363
p. Sci., Nanjing Normal Univ.); Li, Chun-Ping Source: Ruan Jian Xue Bao/Journal of Software, v 15, n 8, August, 2004, p 1133-1140 Language: C
sity); Yu, D. Source: Computing (Vienna/New York), v 68, n 2, 2002, p 111-129
ormal University) Source: International Journal for Numerical Methods in Engineering, v 51, n 10, Aug 10, 2001, p 1195-1210
mal University); Yu, De-Hao Source: Journal of Marine Science and Technology, v 9, n 2, 2001, p 75-83
mal University); Yu, Dehao Source: Applied Numerical Mathematics, v 44, n 4, March, 2003, p 471-486
mal University); Yu, Dehao Source: Communications in Numerical Methods in Engineering, v 20, n 5, May, 2004, p 363-378
versity); Kupper, Tassilo Source: Chaos, Solitons and Fractals, v 22, n 3, November, 2004, p 641-651
s, Theory, Methods and Applications, v 42, n 7, Aug, 2000, p 1195-1202
sity); Fang, Ming-Liang Source: Computers and Mathematics with Applications, v 44, n 5-6, September, 2002, p 607-617
versity) Source: Fuzzy Sets and Systems, v 124, n 1, Nov 16, 2001, p 117-123
versity); Song, G.-A. Source: Fuzzy Sets and Systems, v 121, n 2, Jul 16, 2001, p 267-273
versity); Yan, C.-H. Source: Fuzzy Sets and Systems, v 121, n 2, Jul 16, 2001, p 293-299
University) Source: Fuzzy Sets and Systems, v 127, n 3, May 1, 2002, p 377-381
University) Source: Fuzzy Sets and Systems, v 131, n 3, Nov 1, 2002, p 357-364
University) Source: Fuzzy Sets and Systems, v 131, n 3, Nov 1, 2002, p 399-407
University); Huang, Huan Source: Fuzzy Sets and Systems, v 140, n 3, Dec 16, 2003, p 509-517
University); Huang, Huan Source: Fuzzy Sets and Systems, v 147, n 3, Nov 1, 2004, p 417-435
University); Xu, Xiao-Li Source: Fuzzy Sets and Systems, v 130, n 3, Sep 16, 2002, p 391-397
University) Source: Mathematical Methods in the Applied Sciences, v 26, n 15, October, 2003, p 1255-1271
University); Bu, C. Source: Applied Mathematics Letters, v 16, n 2, February, 2003, p 179-184
University); Bu, Charles Source: Applied Mathematics and Computation (New York), v 140, n 1, Jul 30, 2003, p 127-133
niv.) Source: Journal of Computational Mathematics, v 22, n 3, May, 2004, p 347-360
rmal University) Source: Journal of Global Optimization, v 26, n 2, June, 2003, p 125-140
rmal University); Lo, Hong K. Source: Journal of Global Optimization, v 28, n 1, January, 2004, p 97-113
mal University) Source: Journal of Computational and Applied Mathematics, v 161, n 1, Dec 1, 2003, p 231-244
Normal University, 210097); Han, Jiye Source: Applied Mathematics and Computation (New York), v 119, n 2-3, Apr 15, 2001, p 217-228
University); Changchun, Liu Source: Chaos, Solitons and Fractals, v 20, n 2, April, 2004, p 253-258
niversity); Fang, Jin-Xuan Source: Fuzzy Sets and Systems, v 131, n 3, Nov 1, 2002, p 415-416
ersity); Hu, Jingyao; Zhou, Hongnan Source: Science in China, Series A: Mathematics, Physics, Astronomy, v 43, n 1, January, 2000, p 98-103
sity) Source: Nonlinear Analysis, Theory, Methods and Applications, v 45, n 1, July, 2001, p 29-36
matics) Source: Nonlinear Analysis, Theory, Methods and Applications, v 59, n 4, November, 2004, p 609-627
); Ji, Haisheng Source: Science in China, Series A: Mathematics, Physics, Astronomy, v 45, n 11, November, 2002, p 1487-1496
s and Comp. Sci., Nanjing Normal University); Song, Yongzhong Source: Applied Mathematics and Computation (New York), v 134, n 1, Jan 10
rsity); Cheng, Jin; Nakamura, Gen Source: Science in China, Series A: Mathematics, Physics, Astronomy, v 45, n 11, November, 2002, p 1408-14
eng/Computer Engineering, v 26, n 12, Dec, 2000, p 33-34, 127 Language: Chinese
mal University) Source: Linear Algebra and Its Applications, v 342, n 1-3, Feb 15, 2002, p 41-46
al University, 210097) Source: Linear Algebra and Its Applications, v 305, n 1-3, Jan 15, 2000, p 99-105
njing Normal University); Wang, Li Source: Applied Numerical Mathematics, v 44, n 3, February, 2003, p 401-413
njing Normal University) Source: Journal of Computational and Applied Mathematics, v 130, n 1-2, May 1, 2001, p 217-229
sity); Wei, Y. Source: Applied Mathematics and Computation (New York), v 125, n 2-3, Jan 25, 2002, p 221-229
n, Jin-Yun Source: Journal of Computational Mathematics, v 18, n 6, Nov, 2000, p 621-632
Univ.); Sampaio, Raimundo J.B.; Candido, M.A.B. Source: Journal of Computational Mathematics, v 21, n 4, July, 2003, p 451-462
Univ.); Yuan, Jin-Yun; Yuan, Ya-Xiang Source: Journal of Computational Mathematics, v 21, n 3, May, 2003, p 295-304
ormal University) Source: Applied Mathematics and Computation (New York), v 156, n 1, Aug 25, 2004, p 159-174
Normal University); Han, Jiye; Sun, Jie Source: Journal of Computational and Applied Mathematics, v 146, n 1, Sep 1, 2002, p 89-98
University, 210097); Song, Yongzhong Source: Applied Mathematics and Computation (New York), v 119, n 2-3, Apr 15, 2001, p 283-296
sity) Source: Applied Categorical Structures, v 12, n 2, April, 2004, p 197-202
ty); Zhang, X.; Zhou, X. Source: Discrete Mathematics, v 242, n 1-3, Jun 1, 2002, p 245-254
urong Source: Science in China, Series A: Mathematics, Physics, Astronomy, v 47, n 1, February, 2004, p 104-113
ysis, Theory, Methods and Applications, v 44, n 1, Mar, 2001, p 1-19
University); Chen, Huaihui Source: Computers and Mathematics with Applications, v 47, n 6-7, March/April, 2004, p 931-946
: Jisuanji Gongcheng/Computer Engineering, v 26, n 8, Aug, 2000, p 173-174 Language: Chinese
sity) Source: Computers and Mathematics with Applications, v 44, n 3-4, August, 2002, p 357-363
sity) Source: Computers and Mathematics with Applications, v 45, n 10-11, May/June, 2003, p 1489-1495
ersity); Fang, J.-X. Source: Fuzzy Sets and Systems, v 125, n 2, Jan 16, 2002, p 177-183
University) Source: Fuzzy Sets and Systems, v 131, n 3, Nov 1, 2002, p 347-352
University) Source: Fuzzy Sets and Systems, v 140, n 3, Dec 16, 2003, p 519-522
University); Fang, Jin-Xuan Source: Fuzzy Sets and Systems, v 136, n 1, May 16, 2003, p 121-126
University); Fang, Jin-Xuan Source: Information Sciences, v 159, n 3-4, Feb 15, 2004, p 273-281
nternational Journal of Computer Mathematics, v 73, n 3, 2000, p 349-359
mal University); Du, Qikui Source: Applied Mathematics and Computation (New York), v 159, n 1, Nov 25, 2004, p 199-220
University); Gao, Hongjun Source: Mathematical Methods in the Applied Sciences, v 27, n 13, Sep 10, 2004, p 1567-1578
University); Gao, Hongjun Source: Mathematical Methods in the Applied Sciences, v 26, n 18, December, 2003, p 1573-1586
ormal University); Franca, Felipe M.G. Source: Biological Cybernetics, v 89, n 1, July, 2003, p 34-42
d Computer Science, Nanjing Normal University) Source: Applied Mathematics and Computation (New York), v 156, n 3, Sep 15, 2004, p 743-75
al University); Ji, Dongyao; Wang, Yumin Source: Chinese Journal of Electronics, v 12, n 1, January, 2003, p 82-85
Univ.); Shi, Jun; Wang, Yu-Min Source: Dianzi Yu Xinxi Xuebao/Journal of Electronics and Information Technology, v 26, n 8, August, 2004, p
ngcheng/Computer Engineering, v 26, n 3, Mar, 2000, p 72-73, 81 Language: Chinese
ormal University) Source: Applied Mathematics and Computation (New York), v 153, n 3, Jun 14, 2004, p 833-842
University) Source: Discrete Mathematics, v 254, n 1-3, Jun 10, 2002, p 565-597
mbinatorial Designs, v 8, n 4, 2000, p 232-238
: Jisuan Lixue Xuebao/Chinese Journal of Computational Mechanics, v 19, n 2, May, 2002, p 154-158 Language: Chinese
mal Univ.) Source: Dianzi Yu Xinxi Xuebao/Journal of Electronics and Information Technology, v 26, n 6, June, 2004, p 945-952 Language: Chin
l University) Source: Jiliang Xuebao/Acta Metrologica Sinica, v 22, n 3, 2001, p 174-177 Language: Chinese
ource: Jisuanji Xuebao/Chinese Journal of Computers, v 26, n 8, August, 2003, p 1004-1008 Language: Chinese
Yang, Zhi-Jun Source: Ruan Jian Xue Bao/Journal of Software, v 15, n 2, February, 2004, p 185-192 Language: Chinese
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