AbstractLet Δ ϵ Cnxn be an Hermitian positive definite matrix. We propose algorithms for the numerical computation of a Δ-orthonormal basis of a subspace of Cn and of its Δ-orthonormal complement
AbstractWe propose a unitary diagonalisation of a special class of quaternion matrices, the so-calle...
AbstractA Householder reflector and a suitable product of Givens rotations are two well known method...
It is well known that the projection of a matrix A onto a Krylov subspace results in a matrix of Hes...
AbstractLet Δ ϵ Cnxn be an Hermitian positive definite matrix. We propose algorithms for the numeric...
AMS (MOS) subject classifications. Primary 65LWe carry further our work [DV2] on orthonormal integra...
A highly regarded method to obtain an orthonormal basis, $Z$, for the null space of a matrix $A^{T}...
In 1971, Householder and Fox [26] introduced a method for computing an orthonormal basis for the ran...
AbstractThe Cartan–Dieudonné–Scherk (CDS) Theorem of Algebraic Group Theory asserts that for fields ...
AbstractWe introduce qustochastic matrices as the bistochastic matrices arising from quaternionic un...
We show that any finite dimensional von Neumann algebra admits an orthonormal unitary basis with res...
We propose a unitary diagonalisation of a special class of quaternion matrices, the so-called η-Herm...
In this note, we describe the Gel’fand-Tsetlin procedure for the construction of an orthogonal basis...
We have developed a symbolic-numeric algorithm implemented in Wolfram Mathematica to compute the ort...
A numerical Gram-Schmidt orthonormalization procedure is presented for constructing an orthonormal b...
We propose a unitary diagonalisation of a special class of quaternion matrices, the so-called ηη-Her...
AbstractWe propose a unitary diagonalisation of a special class of quaternion matrices, the so-calle...
AbstractA Householder reflector and a suitable product of Givens rotations are two well known method...
It is well known that the projection of a matrix A onto a Krylov subspace results in a matrix of Hes...
AbstractLet Δ ϵ Cnxn be an Hermitian positive definite matrix. We propose algorithms for the numeric...
AMS (MOS) subject classifications. Primary 65LWe carry further our work [DV2] on orthonormal integra...
A highly regarded method to obtain an orthonormal basis, $Z$, for the null space of a matrix $A^{T}...
In 1971, Householder and Fox [26] introduced a method for computing an orthonormal basis for the ran...
AbstractThe Cartan–Dieudonné–Scherk (CDS) Theorem of Algebraic Group Theory asserts that for fields ...
AbstractWe introduce qustochastic matrices as the bistochastic matrices arising from quaternionic un...
We show that any finite dimensional von Neumann algebra admits an orthonormal unitary basis with res...
We propose a unitary diagonalisation of a special class of quaternion matrices, the so-called η-Herm...
In this note, we describe the Gel’fand-Tsetlin procedure for the construction of an orthogonal basis...
We have developed a symbolic-numeric algorithm implemented in Wolfram Mathematica to compute the ort...
A numerical Gram-Schmidt orthonormalization procedure is presented for constructing an orthonormal b...
We propose a unitary diagonalisation of a special class of quaternion matrices, the so-called ηη-Her...
AbstractWe propose a unitary diagonalisation of a special class of quaternion matrices, the so-calle...
AbstractA Householder reflector and a suitable product of Givens rotations are two well known method...
It is well known that the projection of a matrix A onto a Krylov subspace results in a matrix of Hes...
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