<p>In this paper, we consider a model which is derived from a class of the 2-dimensional Kolmogorov systems. Our purpose is to investigate the continuity of periodic solutions for this model in coefficient functions with respect to weak topologies. Finally, we provide an example as an application to Lotka-Volterra systems.</p>

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Continuity of Periodic Solutions for a Class of Kolmogorov Systems in Coefficient Functions

  • Gang Meng,
  • Yi-fei Wang,
  • Zhe Zhou

摘要

In this paper, we consider a model which is derived from a class of the 2-dimensional Kolmogorov systems. Our purpose is to investigate the continuity of periodic solutions for this model in coefficient functions with respect to weak topologies. Finally, we provide an example as an application to Lotka-Volterra systems.