Type: Preprint
Publication Date: 2007-02-20
Citations: 0
Under a smallness condition on the bounded forcing term f and for c large enough, we prove the existence of exactly 3 different bounded solutions which asymptote any solution of the equation u″+cu′+|u| p u−u =f(t) as t tends to infinity. For any c > 0, we establish the existence of exactly 3 different T -periodic solutions when f is T -periodic and satisfies a smallness condition.
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