Polar decompositions and related classes of operators in spaces \Pi\sb κ
- van der Mee, C.V.M.
- Ran, A.C.M.
- Rodman, L.
DOIAbstract
Polar decompositions with respect to an indefinite inner product are studied for bounded linear operators acting on a
Polar decompositions with respect to an indefinite inner product are studied for bounded linear operators acting on a
It is proved that invertible operators on a Krein space which have an invariant maximal uniformly po...
AbstractAn e-ring is a generalization of the ring of bounded linear operators on a Hilbert space tog...
AbstractContinuity properties of factors in polar decompositions of matrices with respect to indefin...
AbstractSeveral classes of polar decompositions of real and complex matrices with respect to a given...
Polar decompositions X = U A of real and complex matrices X with respect to the scalar product gener...
Polar decompositions X=UA of real and complex matrices X with respect to the scalar product generate...
Polar decompositions X=UA of real and complex matrices X with respect to the scalar product generate...
The polar decomposition of the product of operators and its applications to binormal and centered op...
AbstractThe partial isometries and the positive semidefinite operators which appear as factors of po...
Polar decompositions of quaternion matrices with respect to a given indefinite inner product are stu...
Polar decompositions of quaternion matrices with respect to a given indefinite inner product are stu...
Polar decompositions of quaternion matrices with respect to a given indefinite inner product are stu...
AbstractSeveral classes of polar decompositions of real and complex matrices with respect to a given...
We study systems of differential equations in $mathcal{B}(mathcal{H})$, the space of all bounded li...
In this article, we prove the existence of the polar decomposition of densely defined closed right l...
It is proved that invertible operators on a Krein space which have an invariant maximal uniformly po...
AbstractAn e-ring is a generalization of the ring of bounded linear operators on a Hilbert space tog...
AbstractContinuity properties of factors in polar decompositions of matrices with respect to indefin...
AbstractSeveral classes of polar decompositions of real and complex matrices with respect to a given...
Polar decompositions X = U A of real and complex matrices X with respect to the scalar product gener...
Polar decompositions X=UA of real and complex matrices X with respect to the scalar product generate...
Polar decompositions X=UA of real and complex matrices X with respect to the scalar product generate...
The polar decomposition of the product of operators and its applications to binormal and centered op...
AbstractThe partial isometries and the positive semidefinite operators which appear as factors of po...
Polar decompositions of quaternion matrices with respect to a given indefinite inner product are stu...
Polar decompositions of quaternion matrices with respect to a given indefinite inner product are stu...
Polar decompositions of quaternion matrices with respect to a given indefinite inner product are stu...
AbstractSeveral classes of polar decompositions of real and complex matrices with respect to a given...
We study systems of differential equations in $mathcal{B}(mathcal{H})$, the space of all bounded li...
In this article, we prove the existence of the polar decomposition of densely defined closed right l...
It is proved that invertible operators on a Krein space which have an invariant maximal uniformly po...
AbstractAn e-ring is a generalization of the ring of bounded linear operators on a Hilbert space tog...
AbstractContinuity properties of factors in polar decompositions of matrices with respect to indefin...
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