- Yurii A. Al'pin, Alan George, Khakim D. Ikramov, “Solving the two-dimensional CIS problem by a rational algorithm”, Linear Algebra and its Applications, 312, № 1-3, 2000, 115
- Volodymyr M. Prokip, “Diagonalization of matrices over the domain of principal ideals with minimal polynomial m(λ) = (λ − α)(λ − β), α ≠ β”, J Math Sci, 174, № 4, 2011, 481
- Donu Arapura, Chris Peterson, “The common invariant subspace problem: an approach via Gröbner bases”, Linear Algebra and its Applications, 384, 2004, 1
- M. Dolors Magret, M. Eulalia Montoro, “On the existence of a common eigenvector for all matrices in the commutant of a single matrix”, Linear Algebra and its Applications, 437, № 5, 2012, 1285
- Andreas Bluhm, Lukas Rauber, Michael M. Wolf, “Quantum Compression Relative to a Set of Measurements”, Ann. Henri Poincaré, 19, № 6, 2018, 1891
- Gérald Bourgeois, “Common invariant subspace and commuting matrices”, Linear Algebra and its Applications, 438, № 7, 2013, 3030
- Ben Lawrence, “Burnside graphs, algebras generated by sets of matrices, and the Kippenhahn conjecture”, Linear and Multilinear Algebra, 67, № 1, 2019, 51
- Kh. D. Ikramov, N. V. Savel’eva, “Invariant subspaces of matrix algebras and MAPLE procedures detecting their existence”, Program Comput Soft, 26, № 2, 2000, 100
- Andrzej Jamiołkowski, Grzegorz Pastuszak, “Generalized Shemesh criterion, common invariant subspaces and irreducible completely positive superoperators”, Linear and Multilinear Algebra, 63, № 2, 2015, 314
- Ion Nechita, Clément Pellegrini, “Random repeated quantum interactions and random invariant states”, Probab. Theory Relat. Fields, 152, № 1-2, 2012, 299