F.Chai, X.S.Gaoand C.M .Yuan.A Characteristic Set Method for Solving Boolean Equations and Applications in Cryptanalysis of Stream Ciphers.Journal of Systems Science and Complexity, 2008,21(2):191-208. (SCI)
R.Feng, X.S.Gao, and Z. Huang.Rational Solutions of Ordinary Difference Equations.Journal of Symbolic Computation, 2008, 43:746-763. (SCI)
X.S.Gaoand M. Zhang.Decomposition of Differential Polynomials.Applicable Algebra in Engineering, Communication and Computing, 2008,19(1):1-25. (SCI)
J. Li, L.Shenand X.S.Gao.ProperReparametrizationof Rational Ruled Surface.Journal of Computer Science and Technology, 2008, 23(2):290-297.
X.S.Gao, J. vanderHoeven, C.M. Yuan, and G. Zhang. Characteristic Set Method for Differential-Difference Polynomial Systems, Le Matematiche,2008,Vol63:19-21.
X.S.Gao, Y.Luoand C.M. Yuan. A Characteristic Set Method for Difference Polynomial Systems, accepted by Journal of Symbolic Computation. (SCI)
J.S. Cheng, X.S.Gaoand C.K. Yap. Complete Numerical Isolation of Real Roots in Zero-dimensional Triangular Systems, accepted by Journal of Symbolic Computation. (SCI)
H. Li, L. Zhao and Y. Chen.A Symbolic Approach to Polyhedral Scene Analysis by Parametric Calotte Propagation.Robotica, 2008,26: 483-501.(SCI)
D. Wang, Z. Yan and H. Li.Some special types of solutions of a class of the (N+1)-dimensional nonlinear wave equations.Computers and Mathematics with Applications, 2008, 56: 1569-1579. (SCI)
D. Wang, H. Li. Symbolic computation and non-travelling wave solutions of (2+1)-dimensional nonlinear evolution equations. Chaos,Solitonsand Fractals,2008, 38: 383-390. (SCI)
D. Wang, H. Li, J. Wang.The novel solutions of auxiliary equation and their application to the (2+1)-dimensional Burgers equations.Chaos,Solitons, andFractals ,2008,38: 374-382. (SCI)
D. Wang, H. Li. Single and multi-solitary wave solutions to a class of nonlinear evolutionequations.Math.Anal.Appl, 2008, 343: 273-298. (SCI)
L. Huang, H. Li. Complex brackets and balanced complex first-order difference polynomials in 4-dimensionalMinkowskispace. Science inChinaSeries A,2008,38(7): 750-760.(SCI)
Z.Xie, H. Li.A note on discrete connections on regular lattice.Commun.Theor.Phys. 2008 (accepted). (SCI)
Z.Xie, H. Li. Applications of exterior difference systems to variations in discrete mechanics. J. Phys. A: Math.Theor.2008, 41: 085208. (SCI)
Z.Xie, H. Li. Exterior difference systems and invariance properties of discrete mechanics. J. Phys. A: Math.Theor.(accepted), 2008. (SCI)
Z.Xie, H. Li. Formalintegrabilitycriteria for nonlinear partial difference equations,ActaAppl. Math, 2008,doi: 10.1007/s10440-008-9312-5. (SCI)
J. Liu, H. Li and Y. Cao.Simplification and normalization of indexed differentials involving coordinate transformation. Science in China Series A (accepted), 2008. (SCI)
H. Li. From geometric algebras to advanced invariant computing, J. Sys. Sci. Math. 2008, 28(8): 915-929.
Z. Li and H. Wang.A criterion for the similarity of length-two elements in anoncommutativePID.Accepted by J. Sys.Sci. andCompl.(SCI)
B. Li, J.W.Nieand L.H.Zhi.ApproximateGCDsof polynomials and sparse SOS relaxations. Theoretical Computer Science, 2008,409(2):200-210.(SCI)
G. Reid and L.H.Zhi.Solving polynomials systems via symbolic-numericeliminationalmethod .Journal of Symbolic Computation, to appear 2008.(SCI)
E.Kaltofen, J.P. May, Z.F. Yang and L.H.Zhi.Approximate factorization of multivariate polynomials using singular value decomposition.Journal of Symbolic Computation, 2008,43(5):359-376.(SCI)
B.Y. Li, Z.J. Liu and L.H.Zhi.A Structured Rank-revealing Method for Sylvester Matrix. Journal of Computational and Applied Mathematics, 2008,213 pp.212-223.(SCI)
Y.S. Zhang, Z.J. Liu.Efficient threshold multi-secret sharing scheme among weighted participants.Computer Engineering and Design, 2008,29(4):814.
Y.S. Zhang, Z.J. Liu. Dynamic Generalized Threshold Multi-Secret Sharing Scheme among Weighted Participants. Journal ofBeijingUniversityof Posts and Telecommunications, 2008,31(1).
Y. Deng and M. Liu.Counting isomorphism classes of pointedhyperellipticcurves of genus 4 over finite fields with odd characteristic. European Journal ofCombinatorics, 2008, 29 (6): 1436--1448. (SCI)
Z.Y. Yan.New binary travelling-wave periodic solutions for the modifiedKdVequation.Phys.Lett.A, 372 (2008) 969.(SCI)
Z.Y. Yan.Complex PT-symmetric extensions of the non PT-symmetric Burgers equation.Phys. Scr. 77(2008) 025006.(SCI)
Z.Y. Yan. The modifiedKdVequation with variable coefficients: Exactuni/bi-variable travelling wave-like solutions. Appl. Math.Comput, 203 (2008) 106.(SCI)
Z.Y. Yan, P. Yu.Hyperchaossynchronization and control on a newhyperchaoticattractor.Chaos,Solitonsand Fractals, 35 (2008) 333.(SCI)
F.Xie, Z.Y. Yan, Exactly fractional solutions of the (2+1)-dimensional modified KP equation via some fractional transformations.Chaos,Solitonsand Fractals, 36 (2008) 1108.(SCI)
Y. Chen and Z.Y. Yan.Chaos control in a new three-dimensional chaotic T system,Commun.Theor.Phys. 45(2008)941.(SCI)
R.Y.Fengand J.P .Yu.Mechanical theorem proving in the surfaces using the characteristic set method andWronskiandeterminant.Science inChinaSeries A: Mathematics, 2008,51(10):1763-1774.(SCI)
Z. Zhang, M. Liu and L. Xiao.Rearrangements of Access Structures and Their Realizations in Secret Sharing Schemes.Discrete Mathematics,308(2008), pp. 4882-4891.(SCI)
Z. Wan, Z.Gu. Orthogonal graphs of odd characteristic and theirautomorphisms. Finite Fields and Their Applications,2008, 14:291-313.(SCI)
Z. Wan.A Generalization of Witt’s Theorem and Sylvester’s Law of Nullity.Algebra Colloquium 2008, 15:181-184. (SCI )
B.H .Li, Y.F.Shenand B. Li, Quasi-Steady State Laws inEnzymyKinetics, J. Phys. Chem. A .2008, 112(11):2311-2321. (SCI)
B.H .Li, Y.F.Shenand B. Li, New algorithm for computing the minimumHausdoffdistance between two point sets on a line under translation, Information Processing Letters, 2008,106: 52-58. (SCI)
B.H. Li, B. Li and Y.F.Shen, A Novel Approach to Measure All Rate Constants in the Simplest Enzyme Kinetics Model, Journal of Mathematical Chemistry, 2008. (SCI)
石赫.SU(2)规范场得恰当形式(欧空间).系统科学与数学,2008,28(7):859-866.
石赫.SU(3)规范场得恰当形式(欧空间).数学学报,2008,51(5):833-840.
Z. Yuan.Provable secure digital watermarking scheme.Journal on Communications, 2008,29(9).
Papers on Conference Proceedings
H.B. Li and L. Huang.Complex Brackets, Balanced Complex Differences, and Applications in Symbolic Geometric Computing.In Proceedings of the 2008 International Workshop on Symbolic-Numeric Computation,Austria,2008,ACM Press. (EI)
E.Kaltofen, B. Li, Z.F. Yang and L.H.Zhi.Exact Certification of Global Optimality of Approximate Factorizations via Rationalizing Sums-of-Squares with Floating Point Scalars.In Proceedings of the 2008 International Workshop on Symbolic-Numeric Computation.Austria,2008,ACM Press. pp. 155-163.(EI)
J. Li and Z.X.Gao.AModified vanderWaerdenAlgorithm to Decompose Algebraic Varieties and Zero-Dimensional Radical Ideals.Springer-Verlag,BerlinHeidelberg, 2008, ASCM 2007, LNAI 5081, 246-262. (EI)
Z. Zhang, M. Liu, Y. M.Chee, S. Ling, and H. Wang, Strongly multiplicative and 3-multiplicativelinear secret sharing schemes, Advances in Cryptology, ASIACRYPT 2008, LNCS 5350, 19-36, Springer.(SCI)
X.L. Wu and L.H.Zhi.Computing the multiplicity structure from geometricinvolutiveform.In Proceedings of the 2008Internat.Symp.Symbolic AlgebraicComput, 2008, ACM Press, pp. 325-332.(EI)
Y. Chen, H. Li. Symbolic Approach to Reconstruct Polyhedral Scene from Single 2D Line Drawing. In Proceedings of the 2008 IEEE International Conferences on Cybernetics & Intelligent Systems and Robotics, Automation &Mechatronics,Chengdu, September 22-24, 2008 (EI)
B.H. Li, D.K. Wang. An Algorithm for Transforming Regular Chair intoNormalChain, D.Kapur(ed.): ASCM 2007, LNAI 5081, pp. 236-245, 2008.