Pages that link to "Item:Q2568989"
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The following pages link to Rational realizations of the minimum rank of a sign pattern matrix (Q2568989):
Displaying 22 items.
- Essential sign change numbers of full sign pattern matrices (Q301845) (← links)
- Sign patterns of rational matrices with large rank (Q404445) (← links)
- Rational realization of maximum eigenvalue multiplicity of symmetric tree sign patterns (Q855527) (← links)
- Sign patterns that require almost unique rank (Q957989) (← links)
- Rational solutions of certain matrix equations (Q959869) (← links)
- Minimum rank of matrices described by a graph or pattern over the rational, real and complex numbers (Q1010731) (← links)
- Sign determinacy of M-matrix minors (Q1089070) (← links)
- Minimum ranks of sign patterns and zero-nonzero patterns and point-hyperplane configurations (Q1791686) (← links)
- A sign pattern with all diagonal entries nonzero whose minimal rank realizations are not diagonalizable over \(\mathbb{C}\) (Q2219959) (← links)
- Interval matrices: realization of ranks by rational matrices (Q2226435) (← links)
- Ranks of dense alternating sign matrices and their sign patterns (Q2261532) (← links)
- A remark on ranks of sign patterns (Q2310393) (← links)
- The minimum rank of a sign pattern matrix with a 1-separation (Q2442438) (← links)
- The minimum rank problem: A counterexample (Q2477550) (← links)
- Rational realization of the minimum ranks of nonnegative sign pattern matrices (Q2828823) (← links)
- Sign patterns with minimum rank 2 and upper bounds on minimum ranks (Q2850984) (← links)
- The minimum rank of a sign pattern matrix with two 1-separations (Q3180828) (← links)
- Minimum ranks of sign patterns via sign vectors and duality (Q3448196) (← links)
- Rational Orthogonal versus Real Orthogonal (Q3559066) (← links)
- Sign patterns of rational matrices with large rank. II (Q5029437) (← links)
- Tree sign patterns that allow nilpotence of index 4 (Q5175376) (← links)
- Generalization of real interval matrices to other fields (Q5230552) (← links)
