Asymptotic behaviour of solutions to n-order functional differential equations
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We establish conditions for the linear differential equation
y(n)(t) + p(t)y(g(t)) = 0
to have property A. Explicit sufficient conditions for the oscillation of the equation is obtained while dealing with the property A of the equations. A comparison theorem is obtained for the oscillation of the equation with the oscillation of a third order ordinary differential equation.
CitationPadhi, S. (2005). Asymptotic behaviour of solutions to $n$-order functional differential equations. Electronic Journal of Differential Equations, 2005(65), pp. 1-14.
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