A diffusive one-prey and two-competing-predator system with a ratio-dependent functional response: II stationary pattern formation

@article{Ko2013ADO,
  title={A diffusive one-prey and two-competing-predator system with a ratio-dependent functional response: II stationary pattern formation},
  author={W. Ko and I. Ahn},
  journal={Journal of Mathematical Analysis and Applications},
  year={2013},
  volume={397},
  pages={29-45}
}
  • W. Ko, I. Ahn
  • Published 2013
  • Mathematics
  • Journal of Mathematical Analysis and Applications
Abstract This paper is a continuation of Ko and Ahn (2013) [1] , which investigates the stability at all non-negative equilibria and long time behavior of solutions for a ratio-dependent reaction–diffusion system incorporating one prey and two competing predator species under homogeneous Neumann boundary conditions. We examine the nonexistence and the appearance of stationary patterns in the time-independent system. In achieving these, we deal with the system only when the competition state… Expand
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