A Cyclic Low-Rank Smith Method for Large Sparse Lyapunov Equations
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In this paper, we establish a connection between Krylov subspace techniques for Multipoint Padé interpolation, and the use of Sylvester equations for constructing reduced-order models. We also briefly point Out that this connection partly extends to ADI-type techniques and to the Smith iteration for computing approximate solutions of Lyapunov equations.