Publication Cover
Applicable Analysis
An International Journal
Volume 84, 2005 - Issue 11
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Original Articles

Positive periodic solutions of a periodic survival red blood cell model

Pages 1095-1101 | Received 02 Feb 2004, Accepted 02 Mar 2005, Published online: 04 Sep 2006

References

  • Wazewska-Czyzewska M Lasota A 1976 Mathematical problems of the dynamics of the red blood cells system Matematyka Stosowana 6 3 23 40 (in Polish)
  • Chow , SN . 1974 . Existence of periodic solutions of autonomous functional differential equations . Journal of Differential Equations , 15 : 350 – 378 .
  • Kulenovic , MRS , Ladas , G and Sficas , YS . 1989 . Global attractivity in population dynamics . Computers & Mathematics with Applications , 18 : 925 – 928 .
  • Györi I Ladas G 1991 Oscillation Theory of Delay Differential Equations with Applications Oxford Clarendon Press
  • Karakostas , G , Philos , CG and Sficas , YG . 1992 . Stable steady state of some population models . Journal of Dynamics and Differential Equations , 4 : 161 – 190 .
  • Kuang Y 1993 Delay Differential Equations with Applications in Population Dynamics New York Academic Press
  • Li , JW and Cheng , SS . 2002 . Global attractivity in an RBC survival model of Wazewska and Lasota . Quarterly of Applied Mathematics , 60 ( 3 ) : 477 – 483 .
  • Song YL Wei JJ Yuan Y Bifurcation analysis on a survival red blood cells model Journal of Mathematical Analysis and Applications (In press)
  • Gaines RE Mawhin JL 1977 Coincidence Degree and Non-Linear Differential Equations New York Springer-Verlag

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