The P-aAA method solves generalized Sylvester equations more efficiently than prior approaches by combining alternating Anderson acceleration with a first-order Neumann series preconditioner that accelerates convergence without added complexity.
Voet , Preconditioning techniques for generalized Sylvester mat rix equations , Numerical Linear Algebra with Applications, 32 (2025), p
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Efficient Solution of Generalized Sylvester Equations via Preconditioned Alternating Anderson Acceleration
The P-aAA method solves generalized Sylvester equations more efficiently than prior approaches by combining alternating Anderson acceleration with a first-order Neumann series preconditioner that accelerates convergence without added complexity.