| S. S. Cheng and B. G. Zhang (1997), Nonexistence of positive solutions of discrete elliptic equations: a synopsis, roceedings of The Second International Conference on Difference Equations, Gordon and Breach Publ., Amsterdam, pp. 119-123.
|
| S. S. Cheng and G. Zhang (1998), Monotone solutions of a higher order neutral difference equation, Georgian Math. J., 5, 49-54.
|
| G. Q. Wang and S. S. Cheng (1998), An existence and uniqueness theorem for a neutral differential equation with delay, Far East J. Math. Sci., 6(1), 51-56.
|
| S. S. Cheng and G. H. Lin (1998), Green's function and stability of a partial difference scheme, Comput. Math. Appl., 35(5), 27-41.
|
| Y. Z. Lin and S. S. Cheng (1998), Bounds for solutions of a three-point partial difference equation, Acta Math. Scientia, 18(1), 107-112.
|
| W. T. Li and S. S. Cheng (1998), Asymptotic trichotomy for positive solutions of a class of odd order nonlinear neutral difference equations, Computers Math. Applic., 35(8), 101-108.
|
| S. S. Cheng and Y. Z. Lin (1998), Complete characterizations of an oscillatory neutral difference equation, J. Math. Anal. Appl., 221, 73-91.
|
| L. M. Chen, Y. Z. Lin and S. S. Cheng (1998), Exact regions of oscillation for a difference equation with six parameters, J. Math. Anal. Appl., 222(1998), 92-109.
|
| H. L. Zhao, G. Zhang and S. S. Cheng (2005), Exact traveling waves for discrete conservation laws, Portugaliae Mathematica, 62, 89-108.
|
| S. S. Cheng and J. Y. Lin (1998), Stability criteria for a discrete reaction-diffusion equation, Far East J. Math. Sci., 6(3), 425-435.
|
| Q. G. Yang and S. S. Cheng (2005), Kamenev type oscillation criteria for second order matrix differential systems with damping, Ann. Polonici Math., 85(2), 145-152.
|
| W. T. Li and S. S. Cheng (1998), Asymptotically linear solutions of a discrete Emden-Fowler equation, Far East J. Math. Sci., 6(4), 521-542.
|
| X. H. Tang and S. S. Cheng (2005), Delay dependent stability criterion for time discrete linear systems, Gladsnik Math., 40, 121-132.
|
| G. Zhang and S. S. Cheng (1998), Elementary oscillation criteria for a three term recurrence relation with oscillatory coefficient sequence, Tamkang J. Math., 29(3), 227-232.
|
| S. S. Cheng (2005), Smooth solutions of iterative functional differential equations, 2004-Dynamical Systems and Applications, GBS Publishers and Distributions, pp. 228-252.
|
| J. G. Si and S. S. Cheng (1998), Smooth solutions of a nonhomogeneous iterative functional differential equation, Proc. Royal Soc. Edinburgh 128A, 821-831.
|
| S. S. Cheng and Y. Z. Lin (2005), Exact regions of stability for an investment plan with three parameters, Appl. Math. E-Notes, 194-201.
|
| S. S. Cheng and B. G. Zhang (1998), Nonexistence criteria for positive solutions of a discrete elliptic equation, Fasiculi Math., 28, 19-30.
|
| G. Q. Wang and S. S. Cheng (2005), Existence of periodic solutions for a neutral differential equation with piecewise constant argument, Funk. Ekvac., 48, 299-311
|
| W. T. Li and S. S. Cheng (1998), Oscillation criteria for a nonlinear difference equation, Comput. Math. Appl. 36(8), 87-94.
|
| G. Zhang and S. S. Cheng (2005), On two second order half-linear difference equations, Fasiculi Math, 35, 163-175.
|
| B. Liu and S. S. Cheng, Note on a nonlinear difference equation with periodic coefficients and constant delays, Appl. Math. Lett., 11(5)(1998), 39-43.
|
| G. Q. Wang and S. S. Cheng (2005), The set of periodic solutions of a neutral differential equation with delay and piecewise constant argument, Portugaliae Mathematica, 62, 295-302
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| S. S. Cheng and Y. Z. Lin (1998), Stability of partial difference equations: An introduction, Part II（偏差分方程之穩定性引論 II）, J. Binzhou Teachers College, 14(2), 74-80.
|
| W. R. Li, H. Z. Liu and S. S. Cheng (2005), Analytic solutions of an equation of invariant curves, Dynamics Cont. Discrete Impulsive Sys. Proceedings 3, 1014-1021, Impulsive Dynamical Systems & Appl., Watam Press, 2005.
|
| B. Liu and S. S. Cheng (1998), Successive Approximations to positive solutions of nonlinear difference equations, Scientiae Math., 1(3), 1-5.
|
| X. Y. Liao and S. S. Cheng (2005), Convergent and divergent solutions of a discrete nonautonomous Lotka-Volterra model, Tamkang J. Math., 36, 337-344.
|
| J. G. Si and S. S. Cheng (1998), Note on an iterative functional differential equation, Demonstratio Math., 31, 609-614.
|
| J. W. Li and S. S. Cheng (2005), Periodic solutions of a second order forced sublinear differential equation with delay, Appl. Math. Lett., Volume: 18(12), 1373-1380.
|
| C. J. Tien, S. L. Xie and S. S. Cheng (1998), Measures for oscillating sequences, Computers Math. Appl., 36(10-12), 149-161.
|
| Z. Q. Zhu and S. S. Cheng (2005), Frequent oscillation in a neutral difference equation, Southeast Asian Bull. Math., 29(3), 627-634.
|
| W. T. Li and S. S. Cheng (1998), On a neutral difference equation with positive and negative coefficients, Southeast Asia Bull. Math., 22, 407-418.
|
| G. Q. Wang and S. S. Cheng (2005), Periodic solutions of higher order nonlinear difference equations via a continuation theorem, Georgian Math. J., 12 (3), 539-550.
|
| S. S. Cheng, J. G. Si and X. P. Wang (1998), Recent studies on smooth solutions of iterative functional differential equations, J. Binzhou Teachers College, 14(4), 17-21.
|
| G. Zhang, S. G. Kang and S. S. Cheng (2005), Periodic solutions for a coupled pair of delay difference equations, Advances in Difference Eq., 3, 215-226.
|
| G. Zhang, S. S. Cheng and Y. Gao (1999), Classification schemes for positive solutions of a second order nonlinear difference equation, J. Comp. Appl. Math., 101, 39-51.
|
| S. S. Cheng, S. Talwong and V. Laohakosol (2006), Exact solutions of iterative functional differential equations, Computing, 76, 67-76.
|
| G. Q. Wang and S. S. Cheng (1999), A priori bounds for periodic solutions of a delay Rayleigh equation, Applied Math, Lett., 12, 41-44.
|
| S. S. Cheng and Y. Z. Lin (2006), Exact stability regions for difference equations with three parameters, Appl. Math. E-Notes, 6, 49-57.
|
| J. G. Si, X. P. Wang and S. S. Cheng (1999), Analytic solutions of a functional differential equation with a state derivative dependent delay, Aequationes Math., 57, 75-86.
|
| G. Zhang and S. S. Cheng (2006), Existence of solutions for a nonlinear system with a parameter, J. Math. Anal. Appl., 314(1), 311-319.
|
| W. T. Li and S. S. Cheng (1999), An oscillation theorem for a neutral difference equation with positive and negative coefficients, Tamkang J. Math., 30(1), 39-45.
|
| G. Q. Wang and S. S. Cheng (2006), Existence of periodic solutions for second order Rayleigh equations with piecewise constant argument, Turkish J. Math., 30, 57-74.
|
| S. S. Cheng and Y. Z. Lin (1999), Exponential stability of a partial difference equation with nonlinear perturbation, Acta Math. Appl. Sinica, 15(1), 98-108.
|
| C. J. Guo, G. Q. Wang and S. S. Cheng (2006), Periodic solutions for a neutral functional differential equation with multiple lags, Arch. Math. (Brno), 42(2006), 1-10.
|
| S. S. Cheng and R. Medina (1999), Growth conditions for a discrete heat equation with delayed control, Dynamic Sys. Appl., 8, 361-367.
|
| Z. Q. Zhu, M. Z. Tang and S. S. Cheng (2006), Oscillation and comparison theorems for nonlinear second order differential equations, Intern. J. Pure Appl. Math., 2(27), 151-162
|
| G. Zhang and S. S. Cheng (1999), Asymptotic dichotomy for nonoscillatory solutions of a nonlinear difference equation, Applicationes Math., 25(4), 393-399.
|
| G. Q. Wang and S. S. Cheng (2006), Nonnegative periodic solutions for an integral equation modeling infectious disease with latency periods, Intern. Math. Forum, 1(9), 421-427.
|
| S. S. Cheng and Y. Z. Lin (1999), General solutions of a four point partial difference equation, Far East J. Math. Sci., 1(4), 507-516.
|
| J. W. Li and S. S. Cheng (2006), Globally attractive periodic solution of a perturbed functional differential equation, J. Comput. Math. Appl., 193, 652-657.
|
| B. Liu and S. S. Cheng (1999), Monotone solutions of a higher order difference equation with advancement, Comm. Appl. Math., 373-381.
|
| Z. Q. Zhu and S. S. Cheng (2006), Frequently oscillatory solutions for multi-level partial difference equations, International Math. Forum, 1(31), 1497-1509.
|
| G. Zhang and S. S. Cheng (1999), On connected half-linear differential equations, Demonstratio Math, 32(2), 345-354.
|
| S. G. Kang and S. S. Cheng (2006), Positive periodic solutions of superlinear systems of integral equations depending on parameters, Topological Methods in Nonlinear Anal., 27, 387-398
|
| W. T. Li, S. S. Cheng and G. Zhang (1999), A classification scheme for nonoscillatory solutions of a higher order neutral nonlinear difference equation, J. Austral. Math. Soc., Ser. A., 67, 121-142.
|
| G. Q. Wang and S. S. Cheng (2006), Steady state solutions of a toroidal neural network via a mountain pass theorem, Ann. Diff. Eq., 22(3), 360-363.
|
| G. Zhang, W. T. Li and S. S. Cheng (1999), Necessary and sufficient conditions for oscillation of delay difference equations with continuous arguments, Far East J. Math. Sci., 1(4)(1999), 501-506.
|
| S. S. Cheng and S. S. Chiou (2006), Exact stability regions for quartic polynomials, Bull. Brazilean Math. Soc., 37(2), 1-18.
|
| G. Zhang and S. S. Cheng (1999), Note on a discrete Emden-Fowler equation, PanAmerican Math. J., 9(3)(1999), 57-64.
|
| S. H. Saker and S. S. Cheng (2004), Oscillation criteria for difference equations with damping terms, Appl. Math. Comput., 148(2), 421-442
|
| S. S. Cheng and Y. F. Lu (1999), General solutions of a three-level partial difference equations, Computers Math. Appl., 38(7-8), 65-79.
|
| S. G. Zhang and S. S. Cheng (2004), Grobner basis for an ideal of a polynomial ring over an algebraic extension over a field and its applications, Appl. Math. Comput., 153(1), 27-68.
|
| L. T. Li and S. S. Cheng (1999), Global attractivity in four-term recurrence relation, Tamkang J. Math., 30, 223-229..
|
| S. Talwong, V. Laohakosol and S. S. Cheng (2004), Power function solutions of iterative functional differential equations, Appl. Math. E-Notes, 4, 160-163.
|
| S. S. Cheng and J. G. Si (1999), Construction of maps with prescribed periodic orbits, Int J. Math. Educ. Sci. Technol., 30(5), 750-753.
|
| X. H. Tang and S. S. Cheng (2004), Positive solutions of a neutral difference equation with positive and negative coefficients, Georgian. Math. J., 11(1), 177-185.
|
| S. S. Cheng, G. Zhang and S.T. Liu (1999), Stability of oscillatory solutions of difference equations with delays, Taiwanese J. Math., 3(4), 503-515.
|
| W. C. Yueh, S. S. Cheng and J. S. Chen (2004), Distribution of quadruples according to their convergence times in the Four Number Game, Southeast Asian Bull. Math., 28, 369-405.
|
| S. S. Cheng, S. T. Liu and G. Zhang (1999), A multivariate oscillation theorem, Fasiculi Math, 30, 15-22.
|
| S. S. Cheng, C. W. Chen and T. Y. Wu (2004), Linear time discrete periodic diffusion networks, Fields Institute Comm., 42, 131-151
|
| G. Zhang and S. S. Cheng (1999), Asymptotic stability of nonoscillatory solutions of nonlinear neutral differential equations involving the maximum function, International J. Appl. Math., 1(7)(1999), 771-779.
|
| W. R. Li and S. S. Cheng (2004), Analytic solutions of an iterative functional equation, Aequationes Math., 68, 21-27.
|
| S. S. Cheng and Y. Z. Lin, New developments in partial difference equations, J. Fujian Teachers Univ. (Natural Science), 15(4)(1999), 113-120 (in Chinese).
|
| G. Q. Wang and S. S. Cheng (2004), Oscillation of second order differential equation with piecewise constant argument, CUBO J., 6(3), 55-63.
|
| X. P. Guan, J. Yang and S. S. Cheng (1999), Asymptotic and oscillatory behavior of higher order nonlinear neutral difference equations, Kyungpook Math. J., 39(2), 251-259.
|
| Z. Q. Zhu and S. S. Cheng (2004), Asymptotically power solutions of higher order neutral functional differential equations, Tamkang J. Math., 35, 383-389.
|
| S. P. Guan, J. Yang, S. T. Liu and S. S. Cheng (1999), Oscillatory behavior of higher order nonlinear neutral difference equation, Hokkaido Math. J., 28(2), 393-403.
|
| X. L. Liu, G. Zhang and S. S. Cheng (2004), Existence of triple periodic solutions of a functional differential equation depending on a parameter, Abstract Anal. Appl., 10, 897-905
|
| S. S. Cheng and G. Zhang (2000), "Virus" in several discrete oscillation theorems, Applied Math. Lett., 13, 9-13.
|
| S. S. Cheng, C. J. Tian and M. Gil’, Synchronization in a discrete circular network, Proceedings of the Sixth International Conference on Difference Equations, 61-73, CRC, Boca Raton, FL, 2004.
|
| X. P. Guan, J. Yang and S. S. Cheng (2000), Positive solutions of a nonlinear neutral differenital equation with positive and negative coefficients, Acta Hung. Math., 86(3), 169-192.
|
| S. H. Saker and S. S. Cheng (2004), Kamenev type oscillation criteria for nonlinear difference equations, Czech. Math. J., 54(129), 955-967.
|
| M. I. Gil' and S. S. Cheng (2000), Estimates for the norms of solutions of a perturbed linear dynamical system, Proc. Natl. Sci. Counc. ROC(A), 24(2), 95-98.
|
| J. P. Sun, W. T. Li and S. S. Cheng (2004), Three positive solutions to second order Neumann BVP, Appl. Math. Lett., 17(9), 1079-1084.
|
| S.S. Cheng, J. S. Yu and B. Liu (2001), An abstract existence result and its applications, Electronic J. Diff. Eqns, Conf. 06, 2001, pp. 101-107.
|
| G. Zhang and S. S. Cheng (2004), Positive periodic solutions of coupled delay differential systems depending on two parameters, Taiwanese J. Math., 8, 639-652
|
| B. Liu and S. S. Cheng (2001), A stability criterion for a neutral difference equation with two delays, Proc. Natl. Sci. Counc. ROC(A), 40-44.
|
| W. T. Li and S. S. Cheng (2004), Asymptotic properties of the positive equilibrium of a discrete survival model, Appl. Math. Comput., 157(1), 29-38.
|
| W. R. Li, S. S. Cheng and T. T. Lu (2001), Closed form solutions of iterative functional differential equations, Appl. Math. E-Notes, 1, 1-4.
|
| G. Q. Wang and S. S. Cheng (2004), Periodic solutions of a neutral difference system, Boletim da Sociedade Paranaense de Matematica, 22(2), 117-126.
|
| S. S. Cheng, Y. Z. Lin and G. Zhang (2001), Traveling waves of a discrete conservation law, PanAmerican Math. J., 11(1), 45-52.
|
| G. Q. Wang and S. S. Cheng (2004), Periodic solutions for nonlinear difference equations via a continuation theorem, Advances in Diff. Eq., 311-320.
|
| X. H. Tang and S. S. Cheng (2001), An oscillation criterion for linear difference equations with oscillatory coefficients, J. Comput. and Appl. Math., 132 (2) , 319-329.
|
| G. Zhang and S. S. Cheng (2001), Existence of positive periodic solutions of nonautonomous functional differential equations, E. J. Diff. Eqs., 59, 1-8.
|
| S. S. Cheng and F. Y. Hsieh (2001), Existence and localization theorems for a discrete nonlinear eigenvalue problem, Mathl. Comput. Modelling, 34, 623-640.
|
| R. Medina and S. S. Cheng (2001), Discrete reaction-diffusion equations: some results and applications, Nonlinear Anal., 47, 4679-4686.
|
| S. S. Cheng and Y. Z. Lin (2001), Detection of positive roots of a polynomial with five parameters, J. Comput. Appl. Math., 137, 19-48.
|
| W. R. Li and S. S. Cheng (2001), Wendroff type inequalities for nonlinear hyperbolic equations, Tamkang J. Math., 32, 327-333.
|
| M. Gil’ and S. S. Cheng (2001), Stability of delay difference equations in Banach Spaces, Ann. Diff. Eqs., 17(4), 307-317.
|
| S. S. Cheng and T. T. Lu (2001), Qualitative properties of matrices appearing in several mathematical models, Proc. Natl. Sci. Counc. ROC (A), 25(5), 269-283.
|
| G. Zhang and S. S. Cheng (2002), Eventually positive solutions of nonlinear neutral difference equations, Intern. Math. J., 2(3), 265-278.
|
| S. S. Cheng, J. G. Si. and X. P. Wang (2002), An existence theorem for iterative functional differential equations, Acta Math. Hungarica, 94(1-2), 1-17.
|
| C. V. Pao and S. S. Cheng (2002), Entire solutions of discrete elliptic equations, Southeast Asian Bull. Math., 26, 267-278.
|
| W. T. Li and S. S. Cheng (2002), A stability criterion for a nonlinear neutral difference equation with delay, Southeast Asian Bull. Math., 26, 803-810.
|
| S. S. Cheng and R. Medina (2002), Necessary and sufficient oscillation criteria for discrete reaction-diffusion equations, Proceedings of the Fifth International Conference on Difference Equations and Applications, Taylor and Francis, pp. 69-78. |
| S. S. Cheng, R. Medina and Y. Z. Lin (2003), Ultimate distinction in a population model with delayed birth and migration, Southeast Asian Bull. Math., 26, 899-908.
|
| J. W. Li and S. S. Cheng (2002), Global attractivity in a survival model of Wazewska and Lasota, Quarterly Appl. Math., 60(3), 477-483.
|
| X. H. Tang and S. S. Cheng (2003), Global attractivity in a genotype selection model, Rocky Mountain J. Math., 33(3), 1175-1187.
|
| R. Medina and S. S. Cheng (2002), Asymptotic behaviors of the solutions of a discrete reaction-diffusion equation, Intern. J. Math. Math. Sci., 29(5), 257-264.
|
| W. T. Li and S. S. Cheng (2002), An oscillation criterion for nonhomogeneous half-linear differential equations, Appl. Math. Lett., 15, 259-263.
|
| J. G. Si and S. S. Cheng (2002), Analytic solutions of a functional differential equation with proportional delays, Bull. Korean Math. Soc., 39(2), 225-236.
|
| Z. Q. Zhu, G. Q. Wang and S. S. Cheng (2002), Asymptotic behavior of a class of impulsive differential equations, Far East J. Math. Sci., 5(3), 269-276.
|
| G. Q. Wang and S. S. Cheng (2002), Periodic solutions of N-th order delay Rayleigh equations, Ann. Polon. Math., 108(3), 261-266.
|
| W. R. Li and S. S. Cheng, Two new discrete Ou-Iang type inequalities, Tamkang J. Math., 31(4), 305-309.
|
| G. Zhang and S. S. Cheng (2002), Positive periodic solutions of nonautonomous functional differential equations depending on a parameter, Abstract Anal. Appl., 7(5), 279-286.
|
| R. Medina and S. S. Cheng, Asymptotic Behavior of a Discrete Reaction-Diffusion Equation with Several Delays, Dynamical Sys. Appl., 8, 361-367.
|
| W. T. Li and S. S. Cheng (2003), Remarks on two recent oscillation theorems for second order linear difference equations, Appl. Math. Letters, 16(2), 161-163.
|
| & S. S. Cheng and Y. Z. Lin (2006), Exact stability regions for difference equations with three parameters, Appl. Math. E-Notes, 6, 49-57. |
| & G. Zhang and S. S. Cheng (2006), Existence of solutions for a nonlinear system with a parameter, J. Math. Anal. Appl., 314(1), 311-319. |
| & G. Q. Wang and S. S. Cheng (2006), Existence of periodic solutions for second order Rayleigh equations with piecewise constant argument, Turkish J. Math., 30, 57-74. |
| & C. J. Guo, G. Q. Wang and S. S. Cheng (2006), Periodic solutions for a neutral functional differential equation with multiple lags, Arch. Math. (Brno), 42(2006), 1-10. |
| & Z. Q. Zhu, M. Z. Tang and S. S. Cheng (2006), Oscillation and comparison theorems for nonlinear second order differential equations, Intern. J. Pure Appl. Math., 2(27), 151-162. |
| & G. Q. Wang and S. S. Cheng (2006), Nonnegative periodic solutions for an integral equation modeling infectious disease with latency periods, Intern. Math. Forum, 1(9), 421-427. |
| & J. W. Li and S. S. Cheng (2006), Globally attractive periodic solution of a perturbed functional differential equation, J. Comput. Math. Appl., 193, 652-657. |
| & Z. Q. Zhu and S. S. Cheng (2006), Frequently oscillatory solutions for multi-level partial difference equations, International Math. Forum, 1(31), 1497-1509. |
| & S. G. Kang and S. S. Cheng (2006), Positive periodic solutions of superlinear systems of integral equations depending on parameters, Topological Methods in Nonlinear Anal., 27, 387-398. |
| & G. Q. Wang and S. S. Cheng (2006), Steady state solutions of a toroidal neural network via a mountain pass theorem, Ann. Diff. Eq., 22(3), 360-363. |
| & D. Behloul and S. S. Cheng (2006), Computation of all polynomial solutions of a class of nonlinear differential equations, Computing, 77(2), 163-177. |
| & Z. Q. Zhu, G. Q. Wang and S. S. Cheng (2006), A classification scheme for nonoscillatory solutions of a higher order neutral difference equation, Advances Diff. Eq., Article 47654, 1-19. (SCI ) |
| & W. C. Yueh and S. S. Cheng (2006), Synchronization in an artificial neural network, Chaos, Solitons & Fractals, 30, 734-747. |
| & G. Q. Wang and S. S. Cheng (2006), Critical points of a real functional arising from periodic difference boundary value problems, J. Math. Anal. Approx. Theory, 1(1), 10-16 |
| & Z. Q. Zhu and S. S. Cheng (2006), Unsaturated solutions of partial difference equations with forcing terms, Central European J. Math., 4(4), 656-668. |
| & W. C. Yueh and S. S. Cheng (2006), Explicit eigenvalues and inverses of several Toeplitz matrices, ANZIAM, 48, 73-97. |
| & C. J. Tian and S. S. Cheng (2006), Frequent convergence and applications, Dynamics Cont. Discrete Impulsive Sys. Series A, 13, 653-668. |
| & S. S. Cheng and Y. Z. Lin (2006), The exact region of oscillation for first order neutral differential equation with delays, Quarterly Appl. Math., 64(3)(2006), 433-445. |
| & W. T. Li, C. Y. Huang and S. S. Cheng (2006), Existence criteria and classification schemes for positive solutions of second order nonlinear difference systems, Discrete Dynamics in Nature and Society, Article ID 58532. |
| & G. Q. Wang and S. S. Cheng (2006), Asymptotic Stability of a neutral integro-differential equation, Opuscula Math., 26(3), 505-517. |
| & G. Q. Wang and S. S. Cheng (2006), Periodic solutions of nonautonomous delay Rayleigh equations, Nonlinear Funct. Anal. Appl., 11(3), 407-419. |
| & Y. H. Xia, J. D. Cao and S. S. Cheng (2007), Multiple periodic solutions of a delayed stage-structured predator prey model with nonmonotone functional responses, Appl. Math. Modelling, 31, 1947-1959. |
| & G. Q. Wang and S. S. Cheng (2007), Even periodic solutions of higher order Duffing differential equations, Czech. Math. J., 57(132), 331-343. |
| S. S. Cheng (1976), Systems conjugate and focal points of fourth order non-selfadjoint equations, Trans. Amer. Math. Soc., 223, pp. 155-165.
|
| & L. J. Pan, G. Q. Wang and S. S. Cheng (2007), Oscillations of even order nonlinear differential equations with impulses, Funkcialaj Ekvacioj, 50, 117-131. |
| S. S. Cheng (1977), Comparison of eigenvalues for systems of linear differential equations, Proc. Amer. Math. Soc., 64, pp. 81-86
|
| & H. W. Wu, S. S. Cheng and Q. R. Wang (2007), Distribution of zeros of& functional differential equations, Appl. Math. Comp., 193(1), 154-161. |
| S. S. Cheng (1977), Oscillatory behaviour of solutions of a pair of second order differential equations I, Utilitas Math., 12, pp. 157-181.
|
| & Y. H. Xia, J. D. Cao and S. S. Cheng (2007), Global exponential stability of delayed cellular neural networks with impulses, Neurocomputing, 70, 2495-2501. |
| S. S. Cheng (1977), Eigenvalue problems of fourth order differential equations, Ann. Math. Pura App., 115, pp. 329-340.
|
| & L. Zhang, H. F. Huo, L. M. Miao, S. S. Cheng (2007), Global attraction in a rational recursion relation, Appl. Math. E-Notes, 7, 154-158. |
| S. S. Cheng (1978), Oscillatory behaviour of solutions of a pair of second order differential equations II, Utilitas Math., 13, pp. 211-229
|
| & W. X. Wang, X. L. Liu and S. S. Cheng (2007), Fixed points for mixed monotone operators and applications, Nonlinear Studies, 14(2), 189-204. |
| S. S. Cheng and A. Edelson (1978), Fourth order nonselfadjoint differential equations with clamped free boundary conditions, Ann. Math. Pura App., 118, pp. 131-142.
|
| & S. S. Cheng and S. S. Chiou (2007), Exact stability regions for quartic polynomials, Bull. Brazilean Math. Soc., 38(1), 21-38. |
| S. S. Cheng, On the n-dimensional oscillator, Ann. Math. Pura App., 119, pp. 247-258.
|
| & C. J. Tian and S. S. Cheng (2007), Iterative oscillation theorems for delay difference equations, Southeast Asian Bull. Math., (1)31, 119-130. |
| S. S. Cheng, Nonoscillatory solutions of , Canadian Math. Bulletin, 22, pp. 17-21.
|
| & Q. G. Yang and S. S. Cheng (2007), Oscillation theorems for certain even order neutral differential equations, Arch. Math. (Brno), 43, 105-122. |
| S. S. Cheng, Ordinary differential operators and their convolution adjoints, Bull. Inst. Math. Acad. Sinica, 7, pp. 443-459.
|
| & M. Gil’ and S. S. Cheng (2007), Solution estimates for semilinear difference-delay & equations with continuous time, Discrete Dynamics in Nature and Society, Article ID 82027, doi:10.1155/2007/82027 |
| S. S. Cheng (1979), Systems conjugacy of a pair of second order nonhomogeneous differential equations, Chinese J. Math., 7, pp. 7-14.
|
| & G. Q. Wang, S. S. Cheng, Y. Hamaya, Global attractivity for a non-autonomous neutral difference equation. Int. J. Math. Comput. Sci., 2(1)(2007), 33-40. |
| S. S. Cheng (1979), Sturmian theorems for components of coupled elliptic systems, Portugaliae Mathematica, 38, pp. 113-117.
|
| & Z. W. Zheng and S. S. Cheng (2007), Oscillation criteria for nonlinear differential equations with oscillatory forcing term, Applied Math. E-Notes, 7, 247-256. |
| S. S. Cheng (1980), Right balanced eigenfunctions of even order differential equations, Chinese J. Math., 8, pp. 69-76.
|
| & G. Q. Wang and S. S. Cheng (2007), Notes on periodic solutions of discrete steady state systems, Portugaliae Math., 64(1), 3-10. |
| S. S. Cheng (1980), On a class of fourth order half-linear differential equations, Czechoslovak Math. J., 30(105), pp. 84-97.
|
| & J. W. Li and S. S. Cheng (2007), A priori bounds for periodic solutions of neutral differential equations with delay, Tamkang J. Math., 38(3), 239-246. |
| S. S. Cheng (1980), Oscillatory structure of the solution space of a pair of second order differential equations, Bull. Inst. Math. Acad. Sinica, 8, pp. 561-570.
|
| & J. Yang, Y. J. Zhang and S. S. Cheng (2007), Frequent oscillation in a nonlinear partial difference equation, Central European Math. J., 5(3), 607-618. |
| S. S. Cheng and A. M. Cho (1982), Convexity of nodes of discrete Sturm Liouville functions, Hokkaido Math. J., 11, pp. 8-14.
|
| & G. Zhang, D. M. Jiang and S. S. Cheng (2007), 3-Periodic Traveling Wave Solutions for a Dynamical Coupled Map Lattice, Nonlinear Dynamics, 50, 235-247. |
| S. S. Cheng (1982), Isoperimetric eigenvalue problem of even order differential equations, Pacific J. Math., 99, pp. 303-315.
|
| & J. W. Li, S. S. Cheng and Z. Y. Jiang (2007), A necessary and sufficient condition for the existence of positive periodic solutions of a Nicholson’s blowflies model, Boletin de la Sociedad Matematica Mexicana, 13(3), 103-110. |
| S. S. Cheng (1982), Monotone solutions of , Chinese J. Math., 10, pp. 71-75.
|
| & Y. H. Xia, J. D. Cao and S. S. Cheng (2007), Periodic solutions for a Lotka-Volterra mutualism system with several delays, Applied Math. Modelling, 31, 1960-1969. |
| S. S. Cheng (1983), A discrete analogue of the inequality of Lyapunov, Hokkaido Math. J., 12, pp. 105-112.
|
| & Z. Q. Zhu and S. S. Cheng (2008), Stability analysis for multistep computational schemes, Computer Math. Applic., 55, 2753-2761. |
| S. S. Cheng and Y. T. Huang (1983), Optimal intersections of plane lattice points with vertical and horizontal straight ines, Proceedings of the Cambridge Philosophical Society, 94(3), pp. 381-388.
|
| & V. Ungureanu& and S. S. Cheng (2008), Mean stability of a stochastic difference equation, Ann. Polonici Math., 93(1), 33-52. |
| S. S. Cheng (1984), On a class of fourth order linear recurrence equations, International J. Math. & Math. Sci., 7, pp. 131-149.
|
| & S. S. Cheng and R. Medina (2008), Artificial neural networks that admit synchronization, Indian. J. Math., 50(2), 309-316. |
| S. S. Cheng and T. T. Lu (1985), The bisection algorithm is not linearly convergent, The College Math. J., 16, pp. 56-57.
|
| & Z. Q. Zhu and S. S. Cheng (2008), Frequently stable difference systems, International Journal of Modern Mathematics, 3(2), 153-166. |
| S. S. Cheng (1985), Sturmian comparison theorems for three term recurrence equations, J. Math. Anal. Appl., 111, pp. 464-474.
|
| & Y. R. Yang and S. S. Cheng (2008), Positive solutions of a Lidstone boundary value problem with variable coefficient function, (Korean) J. Appl. Math. Computing., 27(1-2), 411-419 |
| S. S. Cheng and T. T. Lu (1986), Convex regular domains of tridiagonal matrices, Linear Algebra and its Appl., 79, pp. 103-125.
|
| & Y. C. Yueh and S. S. Cheng (2008), Explicit eigenvalues and inverses of tridiagonal Toeplitz matrices with four perturbed corners, ANZIAM, 49, 361-387. |
| S. S. Cheng and T. T. Lu (1986), The maximum of a bilinear form under rearrangement, Tamkang J. Math., 17, pp. 161-168.
|
| & G. Zhang and S. S. Cheng (2008), Note on a compartmental system with lags (in Spanish), La Gaceta, 11(4), 687-692. |
| S. S. Cheng (1987), Discrete quadratic Wirtinger's inequalities, Linear Algebra and its Appl., 85, pp. 57-73.
|
| & G. Q. Wang and S. S. Cheng (2008), Multiple steady state solutions of a circular neural network, Chaos, Solitons & Fractals, 37(4), 1228-1232. |
| S. S. Cheng, H. J. Li, T. T. Lu and S. H. Wu (1987), Regular and singular orthants of tridiagonal matrices, Linear Algebra and its Appl., 94, pp. 181-191.
|
| & C. M. Hou and S. S. Cheng (2008), Eventually periodic solutions for difference equations with periodic coefficients and nonlinear control functions, Discrete Dynamics in Nature and Society, Art. ID 179589, 21 pp. |
| S. S. Cheng (1987), Optimal fundamental frequencies of the loaded vibrating string, Tamkang J. Math., 18, pp. 23-32.
|
| & Y. Y. Wang, S. S. Cheng and W. G. Ge (2008), Periodic solutions of generalized Lienard equations with a p-Laplacian like operator, Bull. Brazilian Math. Soc., 39(1), 21-43. |
| S. S. Cheng and H. J. Li (1988), Oscillatory behavior of a class of nonlinear three term recurrence equations, Funkcialaj Ekvacioj, 31, pp. 75-87.
|
| & Y. H. Xia and S. S. Cheng (2008), Stability and existence of almost periodic solutions of difference equations with applications in population dynamics, J. Difference Eq. Appl., 14(1), 59-81. |
| S. S. Cheng (1988), Regular domains of tridiagonal matrices, International Series of Numerical Math., 86, pp. 105-113.
|
| & G. Q. Wang and S. S. Cheng (2008), Elementary variational approach to zero free solutions of a nonlinear eigenvalue problem, Nonlinear Analysis, 69, 3030-3041. |
| S. S. Cheng, H. J. Li and W. T. Patula (1989), Bounded and zero convergent solutions of second order difference equations, J. Math. Anal. Appl., 141, pp. 463-483.
|
| & G. Q. Wang and S. S. Cheng (2008), A remark on multiple solutions for a nonlinear eigenvalue problem, Port. Math., 65(4),& 497-507. |
| S. S. Cheng and L. Y. Hsieh (1989), On discrete analogue of Lyapunov inequality: addendum, Tamkang J. Math., 20, pp. 333-340.
|
| & S. S. Cheng and Y. F. Wu (2009), Synchronization of strongly coupled neural networks, Appl. Math. E-Notes, 9, 109-145. |
| S. S. Cheng (1989), A sharp condition for the ground state of difference equation, Applicable Analysis, 34, pp. 105-109.
|
| & S. S. Cheng, J. S. Chen and W. C. Yueh (2009), Cycles of a discrete time bipolar artificial neural network, Chaos, Fractals and Solitons, 40(3), 1319-1332. |
| S. S. Cheng (1990), Rearrangement inequalities for eigenvalues of differential eigenvalue problems, Bull. Inst. Math. Acad. Sinica, 18, pp. 13-18.
|
| & G. Q. Wang and S. S. Cheng (2009), Fixed point theorems arising from seeking steady states of neural networks, Applied Math. Modelling, 33(1), 499-506. |
| S. S. Cheng, T. T. Lu and S. H. Wu (1990), Regular starlike domains of tridiagonal matrices, Linear Algebra and its Appl., 129, pp. 29-54.
|
| & Y. Y. Wang, W. G. Ge and S. S. Cheng (2009), Positive solutions for a multi-point eigenvalue problem involving the one dimensional p-Laplacian, Electro. J. Qualitative Theory Diff. Eq., 40, 1-13. |
| S. S. Cheng, L. Y. Hsieh and Z. T. Chao (1990), Discrete Lyapunov inequality conditions for partial difference equations, Hokkaido Math. J., 19, pp. 229-239.
|
| & C. M. Hou and S. S. Cheng (2009), Asymptotic dichotomy in a class of fourth order nonlinear delay differential equations with damping, Abstract and Applied Anal., Article ID 484158, 7 pages. doi:10.1155/2009/484158. |
| S. S. Cheng and H. J. Li (1990), Bounded solutions of nonlinear difference equations, Tamkang J. Math., 21, pp. 137-142.
|
| & C. J. Tian, S. S. Cheng and M. Gurdal (2009), Necessary and sufficient conditions for frequent Cauchy sequences, Asian European J. Math., 2(2), 295-305. |
| S. S. Cheng (1990), Maximal displacements of the discrete loaded strings, (System modelling and optimization, Leipzig, 1989), Lecture Notes Control Inf. Sci., 143, pp. 466-469.
|
| & W. R. Li and S. S. Cheng (2009), A Picard theorem for iterative differential equations, Demonstratio Math., XLII(2), 2009. |
| S. S. Cheng and L. Y. Hsieh (1990), Inverses of matrices arising from difference operators, Utilitas Mathematica, 38, pp. 65-77.
|
| & J. J. Wen, S. S. Cheng and C. B. Gao (2009), Optimal sublinear inequalities involving geometric and power means, Math. Bohemica, 134(2), 133-149 |
| S. S. Cheng, T. C. Yan and H. J. Li (1991), Oscillation criteria for second order difference equations, Funkcialaj Ekvacioj, 34, pp. 223-239.
|
| & S. S. Cheng and J. J. Lin (2009), Periodic traveling waves in an artificial neural network, J. Difference Eq. Appl., 15(10)2009, 963-999. |
| S. S. Cheng (1991), Lyapunov inequality for system disconjugacy of even order differential equations, Tamkang J. Math., 22, pp. 193-197.
|
| & S. G. Kang, B. Shi and S. S. Cheng (2009), Existence and uniqueness of positive periodic solutions for a class of integral equations, Ann. Polon. Math., 96(3), 227-238. |
| S. S. Cheng and S. S. Lin (1991), Existence and uniqueness theorems for nonlinear difference equations, Utilitas Math., 39, pp. 167-186.
|
| & S. S. Cheng and S. Y. Huang (2009), Alternate derivations of the stability region of a difference equation with two delays, Appl. Math. E-Notes, 9, 225-253. |
| S. S. Cheng and R. F. Lu (1991), Discrete Wirtinger's inequalities and conditions for partial difference equations, Fasciculi Mathematici, 23, pp. 9-24.
|
| & G. Q. Wang and S. S. Cheng (2009) Existence of periodic solutions for a second order nonlinear differential equation with piecewise constant argument, International J. Math. Math. Sci., Vol. 2009, Article ID 950797, 14 pages, doi:10.1155/2009/950797 |
| S. S. Cheng (1991), Lyapunov inequality conditions for differential and difference equations, Fasiculi Mathematici, 23, pp. 25-41.
|
| & D. Behloul and S. S. Cheng (2009), Polynomial solutions of a class of algebraic differential equations with quadratic nonlinearities, Southeast Asian Bull. Math., (2009) 33: 1029{1040. |
| S. S. Cheng (1991), Inverses of matrices arising from difference operators: synopsis, Linear Algebra and its Appl., 162-164, pp.744-746.
|
| & G. Q. Wang and S. S. Cheng (2009), Periodic solutions of discrete Rayleigh equations with deviating arguments, Taiwanese J. Math., 13(6B), 2051-2067. |
| S. S. Cheng and W. T. Patula (1993), An existence theorem for a nonlinear difference equation, Nonlinear Analysis - TMA, 20, pp. 193-203.
|
| & J. J. Lin and S. S. Cheng (2009), Doubly periodic traveling waves in a cellular neural network with linear reaction, Advances in Difference Eq., Article ID 243246, 29 pages, doi:10.1155/2009/243245. |
| S. S. Cheng and J. Y. Lo (1993), Singular surfaces and regular domains of tridiagonal matrices, Proc. Natl. Sci. Counc. ROC (A), 17, pp. 42-55
|
| & G. Q. Wang and S. S. Cheng (2010) Positive fixed point theorems arising from seeking steady states of neural networks, Math. Bohemica, 135(1), 99-112. |
| S. S. Cheng, (1993), A Hille-Wintner type comparison theorem for n-th order linear differential equation, Applied Math. Letters, 6, pp. 79-81.
|
| S. G. Kang and S. S. Cheng (2010), Existence of Positive, Negative and Sign Changing Periodic Solutions for a Class of Integral Equations, J. Comput. Appl. Math., 234, 518-525. |
| H. J. Li and S. S. Cheng, (1993), An oscillation theorem for a second order nonlinear difference equation, Utilitas Math., 43, pp. 155-159.
|
| J. W. Li and S. S. Cheng (2010), Remarks on a set of sufficient conditions for global attractivity in a model of hematopoiesis, Computers and Mathematics with Applications, 59, 2751-2755. |
| H. J. Li and S. S. Cheng (1993), Asymptotically monotone solutions of a nonlinear difference equation, Tamkang J. Math., 24, pp. 269-282.
|
| & G. Q. Wang and S. S. Cheng (2010), Bifurcation in a nonlinear steady state system, Opuscula Math., 30(3), 349-360. |
| S. S. Cheng and T. T. Lu (1993), Maximal deflections of one dimensional loaded mechanical systems, Utilitas Math., 44, pp. 41-49.
|
| & K. W. Wen, G. Q. Wang and S. S. Cheng (2010), Oscillation of a higher order differential equation with impulses, Demonstratio Math., XLIII(3), 575-603. |
| S. S. Cheng and R. F. Lu (1993), A generalization of the discrete Hardy's inequality, Tamkang J. Math., 24, pp. 469-475.
|
| & K. W. Wen, G. Q. Wang and S. S. Cheng (2010), Asymptotic dichotomy in a class of third order nonlinear differential equations with impulses, Volume 2010, Abstract Anal. Appl.,& Article ID 562634, 20 pages doi:10.1155/2010/562634 |
| S. S. Cheng and H. J. Li (1993) A comparison theorem for asymptotically monotone solutions of nonlinear difference equations, Bull. Inst. Math. Acad. Sinica, 21, pp. 299-302.
|
| & Q. Ge, C. M. Hou and S. S. Cheng (2010), Complete asymptotic analysis of a nonlinear recurrence relation with threshold control, Advances in Difference Eq., Advances in Difference Equations, Volume 2010, Article ID 143849, 19 pages, doi:10.1155/2010/143849 |
| S. S. Cheng (1994), A discrete Opial type inequality, Fasiculi Mathematici, 24, pp. 83-87.
|
| S. S. Cheng and B. G. Zhang (1994), Monotone solutions of a class of nonlinear difference equations, Computers Math. Appl., 28, pp. 71-79.
|
| S. S. Cheng and B. G. Zhang (1994), Qualitative theory of partial difference equations (I): Oscillation of nonlinear partial difference equations, Tamkang J. Math., 25, pp. 279-288.
|
| J. S. Yu and S. S. Cheng (1994), A stability criterion for a neutral difference equation with delay, Applied Math. Letters, 7, pp. 75-80.
|
| S. S. Cheng (1994), Oscillation theorems for linear fourth order differential and difference equations, Proceedings of the International Conference on Functional Differential Equations, Publishing House of Electronic Industry, China, pp. 37-46.
|
| S. S. Cheng (1994), Hille-Wintner type comparison theorems for nonlinear difference equations, Funkcialaj Ekvacioj, 37, pp. 531-535.
|
| S. S. Cheng, S. L. Xie and B. G. Zhang (1995), Qualitative theory of partial difference equations (II): Oscillation criteria for direct control systems in several variables, Tamkang J. Math., 26, pp. 65-79.
|
| S. S. Cheng (1995), An oscillation criterion for a discrete elliptic equation, Annals Diff. Eq., 11, pp. 10-13.
|
| S. S. Cheng and T. T. Lu (1995), An inequality for an integral quadratic form, Applied Math. Letters, 8, pp. 81-84.
|
| G. Zhang and S. S. Cheng (1995), Oscillation criteria for a class of neutral difference equations with delay, Applied Math. Letters, 8, pp. 13-17.
|
| B. G. Zhang and S. S. Cheng (1995), Oscillation criteria and comparison theorems for delay difference equations, Fasiculi Mathematici, 25, pp. 13-32.
|
| S. S. Cheng and B. K. Shyu (1995), On a class of rectangular mazes, Proc. Natl. Sci. Counc. ROC(A), 19, pp. 181-187.
|
| S. S. Cheng, S. L. Xie and B. G. Zhang (1995), Qualitative theory of partial difference equations (III): Forced oscillations of parabolic type partial difference equations, Tamkang J. Math., 26, pp. 177-192.
|
| B. G. Zhang, S. T. Liu and S. S. Cheng (1995), Oscillation of a class of delay partial difference equations, J. Difference Eq. Appl., 1, pp. 215-226.
|
| S. S. Cheng and G. Zhang (1995), Nonexistence criteria for positive solutions of a non-linear recurrence relation, Math. Comp. Modelling, 22, 59-66.
|
| B. G. Zhang and S. S. Cheng (1995), On a class of nonlinear difference equations, J. Difference Eq. Appl., 1, pp. 391-411.
|
| S. S. Cheng and J. R. Yan (1995), Monotone solutions of n-th order linear differential equations, Differential Equations and Dynamical Systems, 3, pp. 15-22.
|
| W. T. Li and S. S. Cheng (2003), An oscillation theorem for higher order nonhomogeneous superlinear differential equations, Appl. Math. E-Notes, 3, 58-61.
|
| S. S. Cheng and G. Zhang (1995), Forced oscillations of a nonlinear recurrence relation, Proceedings of the 6-th Conference on Modern Mathematics and Mechanics, Soochow Univeristy Press, China, 1995, pp. 673-676.
|
| W. R. Li and S. S. Cheng (2003), An inequality applicable to certain epidemic models, Intern. Math. J., 3(3), 253-262.
|
| S. S. Cheng, B. G. Zhang and S. L. Xie (1995), Qualitative theory of partial difference equations (IV): Forced oscillations of hyperbolic type nonlinear partial difference equations, Tamkang J. Math., 26, pp. 337-360.
|
| G. Q. Wang and S. S. Cheng (2003), A priori bounds for periodic solutions of a delay Raleigh equation with damping, Tamkang J. Math., 34(3), 293-298.
|
| B. G. Zhang and S. S. Cheng (1995), A discrete boundary value problem with delay, Bull. Inst. Math. Acad. Sinica, 23, pp. 305-315.
|
| G. Zhang and S. S. Cheng (2003), Positive periodic solutions for discrete population models, Nonlinear Functional Anal. Appl., 8(3), 335-344.
|
| S. L. Xie and S. S. Cheng (1995), Decaying solutions of neutral difference equations with delays, Annals Diff. Eq., 11, pp. 331-346.
|
| C. J. Tian, S. S. Cheng and S. L. Xie (2003), Frequent oscillation criteria for a delay difference equation, Funkcialaj Ekvacioj, 46(3), 421-439.
|
| T. T. Lu and S. S. Cheng (1995), A necessary condition for the minimum of a quadratic form under rearrangements, Applied Math. Letters, 8, 95-98.
|
| Q. G. Yang and S. S. Cheng (2003), On the oscillation of self-adjoint matrix Hamiltonian systems, Proc. Edinburgh Math. Soc., 46, 609-625.
|
| B. G. Zhang and S. S. Cheng (1995), Comparison and oscillation theorems for an advanced type difference equation, Annals Diff. Eq., 11, pp. 485-494.
|
| G. Q. Wang and S. S. Cheng (2003), Note on the set of periodic solutions of a delay differential equation with piecewise constant argument, Intern. J. Pure & Appl. Math., 9(2003), 139-143.
|
| S. L. Xie and S. S. Cheng (1995), Oscillation of a logistic equation with delay and diffusion, Ann. Polonici Math., LXII.3, pp. 219-230.
|
| Q. G. Yang and S. S. Cheng (2003), Oscillation of second order half-linear differential equation with damping, Georgian Math. J., 10(4), 785-797.
|
| S. S. Cheng and B. G. Zhang (1995), Nonexistence of positive non-decreasing solutions of a nonlinear difference equation, Proceedings of The First International Conference on Difference Equations, Gordon and Breach, 1995, pp. 115-122.
|
| C. J. Tian and S. S. Cheng (2003), Oscillation criteria for delay neutral difference equations with positive and negative coefficients, Bol. Soc. Paran. Mat., 21, 19-30.
|
| S. S. Cheng (1996), An underdeveloped research area: Qualitative theory of functional partial difference equations, Proceedings of the International Mathematics Conference '94 at Sun Yat-Sen University, World Scientific, 1996, pp. 65-75.
|
| S. G. Kang, G. Zhang and S. S. Cheng (2003), Periodic solutions of a class of integral equations, Topological Methods in Nonlinear Analysis, 245-252.
|
| S. S. Cheng, B. G. Zhang and S. L. Xie (1996), Qualitative theory of partial difference equations (V): Sturmian theorems for a class of partial difference equations, Tamkang J. Math., 27, pp. 89-97.
|
| S. S. Cheng, X. P. Guan and J. Yang (2000), Positive solutions of a nonlinear neutral differential equation with positive and negative coefficients, Acta Math. Hung. 86(3), 169-192.
|
| T. T. Lu and S. S. Cheng (1996), Form preserving linear integral operators, Computers Math. Appl., 31, pp. 117-134.
|
| M. I. Gil’ and S. S. Cheng (2000), Estimates for the norms of solutions of a perturbed linear dynamical system, Proc. Natl. Sci. Counc. ROC(A), 24(2), 95-98.
|
| S. S. Cheng and S. L. Xie (1996), Stability of a system of functional parabolic equations& , Bull. Institute Math. Acad. Sinica, 24, 103-120.
|
| M. I. Gil’ and S. S. Cheng (2000), Estimates for the norms of solutions of a perturbed linear dynamical system, Proc. Natl. Sci. Counc. ROC(A), 24(2), 95-98.
|
| Y. Z. Lin and S. S. Cheng (1996), Necessary and sufficient conditions for oscillations of linear partial difference equations with constant coefficients, PanAmerican Math. J., 6, pp. 61-67.
|
| S. S. Cheng, Invitation to Partial Difference Equations, Communications in Difference Equations (Proceedings of the Fourth International Conference on Difference Equations and its Applications), Gordon and Breach, 2000, pp. 91-106.
|
| Y. Z. Lin and S. S. Cheng (1996), Complete characterizations of a class of oscillatory difference equations, J. Difference Eq. Appl., 2, pp. 301-313.
|
| W. T. Li and S. S. Cheng (2000), Classifications and existence of positive solutions of a higher order nonlinear difference equation, Colloquium Math., 83(1), 137-153.
|
| S. S. Cheng, Y. Z. Lin and S. L. Xie (1996)，偏差分方程穩定性若干結果 (Stability criteria for certain partial difference equations)，中國五屆常微分方程穩定性理論與應用學術會議論文集大連，1996，pp.74-77。
|
| S. S. Cheng and R. Medina (2000), Bounded and positive solutions of discrete steady state equations, Tamkang J. Math., 31(2), 131-135.
|
| G. Zhang and S. S. Cheng (1996), Elementary nonexistence criteria for a recurrence relation, Chinese J. Math., 24, 229-235.
|
| S. S. Cheng and H. T. Yen (2000), On a nonlinear discrete boundary value problem, Linear Alg. Appl., 312, 193-201.
|
| X. L. Zhou and S. S. Cheng (1996), Monotone solutions of a higher order nonlinear difference equation, Far East J. Math. Sci., 4, pp. 275-295.
|
| W. T. Li and S. S. Cheng (2000), Oscillation criteria for a pair of coupled nonlinear difference equation, Intern. J. Appl. Math., 2(11), 1327-1333.
|
| Y. Domshlak and S. S. Cheng (1996), Sturmian theorems for a partial difference equation Functional Differential Eq., 3, pp. 83-97.
|
| S. S. Cheng, Y. Z. Lin and T. Rassias (2000), Exact regions of oscillation for a neutral difference equation with five parameters, J. Difference Eq. Appl., 6, 513-534.
|
| X. P. Guan, J. Yang and S. S. Cheng (1996), Linearized comparison criteria for a nonlinear neutral differential equation, Annales Polonici Mathematici, LXIV(2), pp.161-173.
|
| S. T. Liu and S. S. Cheng (2000), Asymptotic stability of analytic difference equations, Proc. Natl. Sci. Counc. ROC(A), 24(5), 390-393.
|
| Y. Z. Lin and S. S. Cheng (1996), Stability criteria for two partial difference equations, Computers Math. Appl., 32(7), pp. 87-103.
|
| J. G. Si, W. N. Zhang and S. S. Cheng (2000), Smooth solutions of an iterative functional equation, Functional Equations and Inequalities, (ed. Th. M. Rassias), Kluwer Academic Publishers, Dordrecht, Boston, London, 2000, pp.221-232.
|
| S. S. Cheng (1996), Sturmian theorems for hyperbolic type partial difference equations, J. Difference Eq. Appl., 2, 375-387.
|
| J. G. Si, X. P. Wang and S. S. Cheng (2000), Nondecreasing and convex solutions of an iterative functional differential equation, Aequationes Math., 60, 38-56.
|
| S. L. Xie and S. S. Cheng (1996), Stability for parabolic type partial difference equations, J. Comp. Appl. Math., 75, pp. 57-66.
|
| W. T. Li and S. S. Cheng (2000), Limiting behaviors of nonoscillatory solutions of a pair of coupled nonlinear differential equations, Proc. Edinburgh Math. Soc. 43, 457-473.
|
| B. Liu and S. S. Cheng (1996), Positive solutions of second order nonlinear difference equations, J. Math. Anal. Appl., 204, 482-493.
|
| J. G. Si, W. N. Zhang and S. S. Cheng (2000), Continuous solutions of an iterative functional inequality on compact interval, Nonlinear Studies, 7(1), 105-108.
|
| W. Zhuang, Y. Chen and S. S. Cheng (1996), Monotone methods for a discrete boundary value problem, Comput. Math. Appl., 32(12), 41-49.
|
| S. S. Cheng and T. T. Lu (2000), Optimal rearrangement problems related to discrete loaded strings, J. Difference Eq. Appl., 6, 775-777.
|
| G. Zhang and S. S. Cheng (1997), Positive solutions of a nonlinear neutral difference equations, Nonlinear Analysis-T. M. A., 28(4), 729-738..
|
| W. T. Li and S. S. Cheng (2000), Characterizing conditions for the existence of nonoscillatory solutions of a discrete Emdem-Fowler equation with summable coefficients, Dynamic Sys. Appl., 9(3), 457-461.
|
| J. G. Si, W. R. Li and S. S. Cheng (1997), Analytic solutions of an iterative functional differential equation, Computers Math. Appl., 33(6), 47-51.
|
| W. R. Li and S. S. Cheng (2000), Discrete Ou-Iang type inequalities, Tamkang J. Math., 31(4), 305-309.
|
| S. T. Liu and S. S. Cheng (1997), Nonexistence of positive solutions of a nonlinear partial difference equation, Tamkang J. Math., 28, 51-58.
|
| S. S. Cheng (2000), Symbolic calculi for sequences, Differential equations and computational simulations (Chengdu, 1999), 42--49, World Sci. Publishing, River Edge, NJ, 2000.
|
| S. T. Liu, B. G. Zhang and S. S. Cheng (1997), Positive flows of an infinite network, Comm. Appl. Anal., 1, 83-90.
|
| S. S. Cheng, T. T. Lu, K. Y. Su and Y. H. Ko (2000), Optimal mean displacements of a forced string, Struct. Multidisc. Optim., 20, 317-322.
|
| Y. Z. Lin and S. S. Cheng (1997), Subexponential solutions of two partial difference equations with delays, Taiwanese J. Math., 1(2), 181-194.
|
| M. Gil’ and S. S. Cheng (2000), Periodic solutions of a perturbed difference equation, Appl. Anal., 76, 241-248.
|
| S. S. Cheng and Y. Z. Lin (1997), Bounds for solutions of a four-point partial difference equation, Far East J. Math. Sci., 5(2), 273-290.
|
| G. Zhang and S. S. Cheng (2000), Positive periodic solutions of a discrete population model, Functional Differential Eqns., 7(3-4), 223-230.
|
| S. L. Xie, G. Zhang and S. S. Cheng (1997), Positive solutions of second order difference inequalities, Diff. Eq. Dynamical Sys., 5, 1-11.
|
| S. T. Liu, Y. Q. Liu, X. P. Guan, J. Yang and S. S. Cheng, Existence of monotone positive solution of neutral partial difference equation, J. Math. Anal. Appl., 247(2)(2000), 384-396.
|
| S. T. Liu and S. S. Cheng (1997), Existence of positive solutions of a partial difference equation, Far East J. Math. Sci., 5, 387-402.
|
| J. G. Si and S. S. Cheng (1997), Analytic solutions of a functional differential equation with state dependent argument, Taiwanese J. Math., 1, 471-480.
|
| S. L. Xie and S. S. Cheng (1997), Oscillation criteria for a class of neutral difference equations, Fasiculi Math., 27, 101-121.
|
| S. T. Liu and S. S. Cheng (1997), Oscillation criteria for a nonlinear difference equation, Far East J. Math. Sci., 5(4), 657-672.
|
| S. T. Liu and S. S. Cheng (1997), Comparison theorems for a nonlinear three-term equations, Tamkang J. Math., 28, 313-319.
|
| G. Zhang and S. S. Cheng (1997), On a functional differential equation related to the Emden-Fowler equation, Functional Diff. Eq., 4, 215-221.
|
| W. T. Li and S. S. Cheng (1997), Classifications and existence of positive solutions of second order nonlinear neutral difference equations, Funkcialaj Ekvacioj, 40, 371-393.
|
| T. T. Lu and S. S. Cheng (1997), Inequalities for integral bilinear forms acting on absolutely balanced functions, Applicable Anal., 66, 119-131.
|
| S. S. Cheng and Y. Z. Lin (1997), Stability of partial difference equations: An introduction, Part I（偏差分方程之穩定性引論 I）, J. Binzhou Teachers College, 13(4), 71-80
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