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- W2588890923 abstract "In this paper, we apply Aubry-Mather theory developed in recent years about monotone twist mappings to the study of the superlinear Duffing equation +g(x)=p(t), (0) where p(t)∈C 0 (R) is periodic with period 1 and g(x) satisfies the superlinearity condition Consequently, this gives descriptions of the global dynamical behavior, particularly periodic solutions and quasi-periodic solutions of a wide class of Eq. (0), not requiring high order smoothness assumption." @default.
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- W2588890923 date "1993-05-20" @default.
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- W2588890923 title "Mather Sets for Superlinear Dulling Equations" @default.
- W2588890923 doi "https://doi.org/10.1360/ya1993-36-5-524" @default.
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