AbstractThe additive commutator AS — SA is studied for rational matrices A, S where A has irreducible characteristic polynomial and S transforms A into its transpose by similarity
AbstractA structural characterization is given for the class of those nonnegative matrices for which...
AbstractIt is shown that the real algebra generated by a pair A,B of n × n (complex) matrices consis...
In this paper ideal matrices with respect to ideals in the maximal order of an algebraic number fiel...
AbstractThe additive commutator AS — SA is studied for rational matrices A, S where A has irreducibl...
AbstractThe expression of det (AB-BA) as a norm in both (Q(m) and Q(n) for 2×2 rational matrices wit...
AbstractThe expression of det (AB-BA) as a norm in both (Q(m) and Q(n) for 2×2 rational matrices wit...
AbstractThe determinants of solutions X to any of the 2×2 matrix equations: (1) XAX>−1=At, t denotin...
AbstractGiven any norm u(·) on the space of linear transformations (matrices) over a finite-dimensio...
AbstractFor a polynomial ƒ and a matrix A we obtain formulas for ƒ(A) and bounds for ∥ƒ(A)∥ which ar...
AbstractIn this paper the author considers symmetric n × n matrices over a field F finite dimensiona...
AbstractIn this paper, the existence of a relationship between the degrees of polynomials in any giv...
This thesis, 'Norms of Ideals in direct sums of number fields and applications to the circulants pro...
This thesis, 'Norms of Ideals in direct sums of number fields and applications to the circulants pro...
This thesis, 'Norms of Ideals in direct sums of number fields and applications to the circulants pro...
AbstractRecently Magnus and Neudecker (1979) derived several properties of the so-called commutation...
AbstractA structural characterization is given for the class of those nonnegative matrices for which...
AbstractIt is shown that the real algebra generated by a pair A,B of n × n (complex) matrices consis...
In this paper ideal matrices with respect to ideals in the maximal order of an algebraic number fiel...
AbstractThe additive commutator AS — SA is studied for rational matrices A, S where A has irreducibl...
AbstractThe expression of det (AB-BA) as a norm in both (Q(m) and Q(n) for 2×2 rational matrices wit...
AbstractThe expression of det (AB-BA) as a norm in both (Q(m) and Q(n) for 2×2 rational matrices wit...
AbstractThe determinants of solutions X to any of the 2×2 matrix equations: (1) XAX>−1=At, t denotin...
AbstractGiven any norm u(·) on the space of linear transformations (matrices) over a finite-dimensio...
AbstractFor a polynomial ƒ and a matrix A we obtain formulas for ƒ(A) and bounds for ∥ƒ(A)∥ which ar...
AbstractIn this paper the author considers symmetric n × n matrices over a field F finite dimensiona...
AbstractIn this paper, the existence of a relationship between the degrees of polynomials in any giv...
This thesis, 'Norms of Ideals in direct sums of number fields and applications to the circulants pro...
This thesis, 'Norms of Ideals in direct sums of number fields and applications to the circulants pro...
This thesis, 'Norms of Ideals in direct sums of number fields and applications to the circulants pro...
AbstractRecently Magnus and Neudecker (1979) derived several properties of the so-called commutation...
AbstractA structural characterization is given for the class of those nonnegative matrices for which...
AbstractIt is shown that the real algebra generated by a pair A,B of n × n (complex) matrices consis...
In this paper ideal matrices with respect to ideals in the maximal order of an algebraic number fiel...
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