Consider a general linear Hamiltonian system β t u = JLu in a Hilbert space X. We assume that L : X β Xβ induces a bounded and symmetric bi-linear form L Β· , on X, which has only ο¬nitely many negative dimensions nβ(L). There is no restriction on the anti-self-dual operator J : Xβ β D(J) β X. We ο¬rst
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A Birkhoff-Lewis-type theorem for some Hamiltonian PDEs
β Scribed by Bambusi D., Berti M.
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