具有离散时滞的非局部单物种种群模型的行波解

Travelling Wave Solutions of a Nonlocal Single Species Model with Discrete Delay

研究了一类具有离散时滞的非局部单物种种群模型的行波解的存在性,证明了当时滞充分小时,方程具有连接两个平衡点的单调行波解。

To concern the existence of monotonic traveling wave solutions in a nonlocal single species population model with diffusion and discrete delay, and show that for sufficiently small delay, equation admits a monotonic travelling wave solution which connects two uniform steady states, and obtains some new results.