一类一阶两点边值共振问题解的存在性和多解性
发布时间：2019-06-18 16:52
【摘要】：运用Lyapunov-Schmidt过程和解集连通理论,得到一阶两点边值问题{u′(t)=g(u(t))+h(t),t∈[0,π],u(0)=u(π)解的存在性和多解性,其中:g∈C(R,R);h∈C([0,π],R).
[Abstract]:By using Lyapunov-Schmidt process and solution set connectivity theory, the existence and multiplicity of solutions for the first order two-point boundary value problem {u'(t) = g (u (t) h (t), t 鈭，
本文编号：2501639
[Abstract]:By using Lyapunov-Schmidt process and solution set connectivity theory, the existence and multiplicity of solutions for the first order two-point boundary value problem {u'(t) = g (u (t) h (t), t 鈭，
本文编号：2501639
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