Periodic Boundary Value Problems for Third Order Ordinary Differential Equations with Delay
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We study the periodic boundary value problem
.X" (t) +ft. x (t)) .x· (t) + g(t, x (t - 1:)) + h(x(t)) - p(t)
x(O)- x(2n) - x (O)-x (2n) -X' (0) - .x· (2n) = 0
under some resonant conditions on the asymptotic behaviour of x- 1 g(t, x) for I x I
_... oo. The uniqueness of periodic solutions is also examined .
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