Three new iterative algorithms compute generalized inverses of quaternion matrices with accuracy matching or exceeding standard methods like SVD while being faster, and they improve large-scale solvers and applications like image completion.
Iterative algorithms for least-squares solutions of a quaternion matrix equation
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A Family of Iterative Methods for Computing Generalized Inverses of Quaternion Matrices and its Applications
Three new iterative algorithms compute generalized inverses of quaternion matrices with accuracy matching or exceeding standard methods like SVD while being faster, and they improve large-scale solvers and applications like image completion.