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Oscillatory properties
of solutions of certain nth
order functional differential equations
Gary Grefsrud |
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Vol. 60 (1975), No. 2, 83–93
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Abstract |
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With n even and ∫ ∞tn−1a(t)dt < ∞, necessary conditions for x(n)(t) + a(t)f(x(g(t))) = 0 to have a bounded nonoscillatory solution are given. If n = 2, sufficient conditions are also given. Conditions which insure that solutions of x(n)(t) + f(t,x(g(t))) = 0 are oscillatory or tend monotonically to zero are also presented in this paper. |
Mathematical Subject Classification
Primary: 34K15
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Milestones
Received: 9 January 1975
Published: 1 October 1975
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Authors |
| Gary Grefsrud | |
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