A spectral-resolvent Krylov framework defines a distribution for quantum Fisher information and identifies universal exponential or algebraic convergence regimes based on the Liouville spectrum.
An iteration method for the solution of the eigenvalue problem of linear differential and integral op- erators,
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Krylov Distribution and Universal Convergence of Quantum Fisher Information
A spectral-resolvent Krylov framework defines a distribution for quantum Fisher information and identifies universal exponential or algebraic convergence regimes based on the Liouville spectrum.