Generalizes periodic Lyapunov theory to Hilbert space evolution families, linking quadratic functionals to operator Lyapunov equations and proving uniqueness of the delay Lyapunov matrix iff the monodromy operator has no reciprocal eigenvalues.
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Delay periodic Lyapunov equation
Generalizes periodic Lyapunov theory to Hilbert space evolution families, linking quadratic functionals to operator Lyapunov equations and proving uniqueness of the delay Lyapunov matrix iff the monodromy operator has no reciprocal eigenvalues.