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    Polynomially compact bilinear endorphisms of finite type of Banach algebras 

    Emenyu, John (Strathmore University, 2017)
    Kamowitz’s classical result on a compact endomorphism T of a commutative Ba- nach algebra A asserts that ∩T ∗n(Xr ) is finite where T ∗ is the adjoint of T and Xr),is the set of multiplicative linear functionals on A. This ...
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    On the Banach algebra numerical range 

    Kaubya, Francis; Agure, John Ogonji; Emenyu, John (Strathmore University, 2017)
    Let A denote a unital Banach algebra and SA denote its unit sphere. It was proved by F. F. Bonsalland J. Duncan that when the Banach algebra is unital, the algebra numerical rangeis identical to a subset of itself. Basing ...

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    Emenyu, John (2)
    Agure, John Ogonji (1)Kaubya, Francis (1)SubjectBanach algebra (1)Banach algebras (1)Bilinear endorphisms (1)Numerical range (1)... View MoreDate Issued2017 (2)Has File(s)
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