Homoclinic solutions for n-dimensional p-Laplacian neutral differential systems with a time-varying delay
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DOI: 10.1186/s13662-018-1889-z
Abstract: In this paper, we investigate the existence of a set with 2kT$2kT$-periodic solutions for n-dimensional p-Laplacian neutral differential systems with a time-varying delay (φp(u(t)−Cu(t−τ))′)′+ddt∇F(u(t))+G(u(t−γ(t)))=ek(t)$(\varphi_{p}(u(t)-Cu(t-\tau ))')'+ \frac{d}{dt}\nabla F(u(t))+G(u(t-\gamma (t)))=e_{k}(t)$ based on the coincidence degree theory of… read more here.
Keywords: laplacian neutral; neutral differential; differential systems; dimensional laplacian ... See more keywords