Existence of positive solutions and 1/c-global attractivity of a nonlinear delay difference equation with variable coefficients

Author:

Manjun Ma,Hengsheng Tang,Zhicheng Wang

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics

Reference7 articles.

1. Cui, Q., et al., Mathematical models in chemostal systems, Proceedings of International Mathematical Biology Conference, Xi’an, China, 1987.

2. Cui, Q., Lawson, G. J., Gao, D., Study of models of single populations: development of equations used in microorganism cultures, Biotechnology and Bioengineering, 1984, 24:682–686.

3. Cui, Q., Lawson, G. J., Study on models of single population: an expansion of the logistic and exponential equation, J. Theor. Biol., 1982, 98:645–659.

4. Kuang, Y., Zhang, B. G., Zhao, T., Qualitative analysis of a nonautonomous nonlinear delay differential equation, Tohoku Math. J., 1991, 43:509–528.

5. Chen, M. P., Yu, J. S., Oscillation and global attractivity in a delay logistic difference equation, J. Differential Equations Appl., 1995(1):227–237.

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