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    On The Convexity of A Generalized q-Numerical Range’’

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    Date
    2005-01
    Author
    Musundi, Sammy Wabomba
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    Abstract
    For a given $q in kom$ with $|q| le 1$, we study the $C$-numerical range of a Hilbert space operator where $C$ is an operator of the form [ left( begin{array}{ccc} qI_n & sqrt{1-|q|^2}I_n \ 0_n & 0_n end{array} right) oplus 0. ] Some known results on the $q$-numerical range are extended to this set.
    URI
    https://hrcak.srce.hr/658
    http://repository.chuka.ac.ke/handle/chuka/1389
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    • Mathematics and Statistics [42]

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