PROF. KHALAGAI JAIRUS M
BSc, MSc, PhD, (Nairobi) Pure Mathematics
Email: khalagai@uonbi.ac.ke
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A-almost Similarity
(1)
A-Normal and Binormal
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A-Self-Adjoint
(1)
A-Self-Adjoint
(1)
A-skew-adjoint
(1)
A-Unitary
(1)
A-Unitary
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Binormal op erator
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Hilbert Space
(1)
Hilbert Space
(2)
Metric Equivalence
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p-admissible
(1)
p-splitting
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quasi n-normal operator and unitary invariance
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Quasiaffinities
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s-splitting and s-admissible topologies.
(1)
Skew n-binormal operator
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Skew-adjoint
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unitary equivalence
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Recent Publications
B.M. Nzimbi, G.P. Pokhariyal and J.M. Khalagai, Linear operators for which T* and T^2 commute, Global Journal of Pure and Applied Mathematics(GJPAM), 2012, to appear
On Unitary Invariance of Some Classes of Operators in Hilbert Spaces
On unitary equivalence of some classes of operators in Hilbert spaces
Separation axioms on function spaces defined on bitopological spaces
Splitting and Admissible Topologies Defined on the Set of Continuous Functions Between Bitopological Spaces
Remarks on A-skew-adjoint, A-almost similarity equivalence and other operators in Hilbert space
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