Journal of applied mathematics & informatics

한국전산응용수학회 (The Korean Society for Computational and Applied Mathematics)
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ASYMPTOTIC BEHAVIOUR AND EXISTENCE OF NONOSCILLATORY SOLUTIONS OF SECOND-ORDER NEUTRAL DELAY DIFFERENCE EQUATIONS

  • Li, Xianyi (Department of Mathematics and Physics, Nanhua University) ;
  • Zhou, Yong (Department of Mathematics, Xiangtan University)
  • 발행 : 2003.01.01

⟨ 이전 논문 다음 논문 ⟩

초록

In this paper, we give a classification of nonoscillatory solution of a second-order neutral delay difference equation of the form △²(x/sub n/-c/sub n/x/sub n-r/)=f(n, x/sub g1(n)/, …, x/sub gm(n)/). Some existence results for each kind of nonoscillatory solutions we also established.

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참고문헌

  1. Difference Equations and Inequalities R. P. Agarwal
  2. Advanced Topics in Difference equations R. P. Agarwal;P. J. Y. Wong
  3. Mathl. Comput. Modelling v.24 no.1 Oscillatory and non-oscillatory behavior of second-order neutral delay difference equations R. P. Agrwal;M. M. S. Manuel;E. Thandapani
  4. Appl. Math. Lett. v.10 no.2 Oscillatory and non-oscillatory behavior of second-order neutral delay difference equations Ⅱ R. P. Agrwal;M. M. S. Manuel;E. Thandapani
  5. J. Anal. Appl. v.20 no.1 Classification and Existence of Non-odcillatory Solurions of Second-Order Neutral Delay Difference Equations Young Zhou;B. G. Zhang
  6. Acta Math. Sinica v.36 no.4 Asymptotic behaviour and existence of non-oscillatory solutions of second-orser neutral differentil equations(in Chinese) W. Lu
  7. Acta Math. Appl. Sinica v.15 no.1 Asymptotic behaviour and existence of non-oscillatory solutions second-order NFDE(in Chinese) J. Wei
  8. Computers Math. Applic. v.39 no.1-2 Oscillation and non-oscillation of second-order linear difference euqation B. G. Zhang;Young Zhou