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We propose an efficient algorithm for computing a common eigenvector of a finite set of square matrices.
The QR Transformation – Parts 1 and 2
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Bosma, W., Cannon, J. J., Fieker, C., and Steel, A · 2021
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A Novel Procedure for Constructing Invariant Subspaces of a Set of Matrices
Al-Dweik, A., Ghanam, R., Thompson, G., and Azad, H · 2023
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Algorithms for Simultaneous Block Triangularization and Block Diagonalization of Sets of Matrices
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Al-Dweik, A., Ghanam, R., Thompson, G., and Mustafa, M · 2023
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