Cayley transform and the Kronecker product of Hermitian matrices

Yorick Hardy; Ajda Fošner; Willi-Hans Steeb

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Cayley transform and the Kronecker product of Hermitian matrices

Journal article

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Cayley transform and the Kronecker product of Hermitian matrices

Yorick Hardy, Ajda Fošner and Willi-Hans Steeb

05/05/2013

Handle:

https://hdl.handle.net/10210/8441

Abstract

Hermitian matrices

Cayley transform

Kronecker product

We consider the conditions under which the Cayley transform of the Kronecker product of two Hermitian matrices can be again presented as a Kronecker product of two matrices and, if so, if it is a product of the Cayley transforms of the two Hermitian matrices.

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Title: Cayley transform and the Kronecker product of Hermitian matrices
Creators - without role: Yorick Hardy
Ajda Fošner
Willi-Hans Steeb
Identifiers: 9913119307691
Copyright: © Yorick Hardy, Ajda Fošner, Willi-Hans Steeb, 2013. Available online at: http://arxiv.org/abs/1305.1015v1
Academic Unit: University of Johannesburg; Department of Applied Mathematics
Resource Type: Journal article