摘要

If the Mackey-Glass equation (x)over dot = r(t) [ax(h(t))/1+x(v) (g(t)) - x(t)] with a > 1 and v > 0 incorporates not one but two variable delays, some new phenomena arise: there may exist non -oscillatory about the positive equilibrium unstable solutions, the effect of possible absolute stability for certain a and v disappears. We obtain sufficient conditions for local and global stability of the positive equilibrium and illustrate the stability tests, as well as new effects of two different delays, with examples.

  • 出版日期2017-6-15