International Journal of Applied Mathematics and Computer Science > 2011 > Vol. 21, no 1 > 97-107
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Abstract
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journal ISSN : | 1641-876X |
journal e-ISSN : | 2083-8492 |
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Bibliography
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[1] Bhattacharyya, R. and Mukhopadhyay, B. (2006). Spatial dynamics of nonlinear prey-predator models with prey migration and predator switching, Ecological Complexity 3(2): 160-169.
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[2] Faria, T. (2001). Stability and bifurcation for a delayed predator- prey model and the effect of diffusion, Journal of Mathematical Analysis and Applications 254(2): 433-463.
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[3] Gao, S. J., Chen, L. S. and Teng, Z. D. (2008). Hopf bifurcation and global stability for a delayed predator-prey system with stage structure for predator, Applied Mathematics and Computation 202(2): 721-729.