摘要
In this paper, we consider the following high-order p-Laplacian generalized neutral differential equation with variable parameter(φp(x(t)-c(t)x(t-σ))(n))(m)+ g(t, x(t), x(t-τ(t)), x′(t), ···, x(m)(t)) = e(t).By the coincidence degree theory and some analysis skills, sufficient conditions for the existence of periodic solutions are established.
In this paper, we consider the following high-order p-Laplacian generalized neutral differential equation with variable parameter(φp（x（t）-c（t）x（t-σ））（n）)（m）+ g(t, x（t）, x（t-τ（t））, x′（t）, · · ·, x（m）（t）) = e（t）.By the coincidence degree theory and some analysis skills, sufficient conditions for the existence of periodic solutions are established.
基金
supported by National Natural Science Foundation of China(71601072)
