Please use this identifier to cite or link to this item: http://localhost:8080/xmlui/handle/1/140
Title: On A-Self-Adjoint, A-Unitary Operators and Quasiaffinities.
Authors: Sitati, Isaiah N.
Nzimbi, Bernard M.
Luketero, Stephen W.
Khalagai, Jairus M.
Keywords: A-Self-Adjoint, A-Unitary, Hilbert Space, Metric Equivalence, Quasiaffinities
Issue Date: 7-Sep-2016
Citation: Isaiah N. Sitati, Bernard M. Nzimbi, Stephen W. Luketero, Jairus M. Khalagai,"On A-Self-Adjoint, A-Unitary Operators and Quasiaffinities. Mathematics and Computer Science" in Journal of Mathematics and Computer Science,Vol.1(3),pp. 56-60,2016..
Abstract: In this paper, we investigate properties of A-self-adjoint operators and other relations on Hilbert spaces. In this context, A is a self-adjoint and an invertible operator. More results on operator equivalences including similarity, unitary and metric equivalences are discussed. We also investigate conditions under which these classes of operators are self- adjoint and unitary. We finally locate their spectra.
Description: This Article Contains References.
URI: http://localhost:8080/xmlui/handle/1/140
Appears in Collections:Journal Articles

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