Weak Hölder continuity of the generalized Hamiltonian flow
Let \(M\) be a symplectic manifold with smooth boundary \(\partial M\) and \(F_t\) a generalized Hamiltonian flow generated by a smooth function. The author proves the weak Hölder continuity of the generalized Hamitonian flow \(F_t\).
scientific article; zbMATH DE number 1005491
scientific article