Dynamic mode decomposition identifies a vanishing gap between oscillatory and decaying Koopman modes as a signature of algebraic relaxation in glassy dynamics.
We consider the discrete-time system x(n + 1) = T (x(n)), x(0) = x0, (S1) where T : M → M is a transformation
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Signature of glassy dynamics in dynamic modes decompositions
Dynamic mode decomposition identifies a vanishing gap between oscillatory and decaying Koopman modes as a signature of algebraic relaxation in glassy dynamics.