Nonlinear maps preserving numerical radi
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Jinchuan Hou; Kan He; Xiuling Zhang
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Article
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2009
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Elsevier Science
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English
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Let H be a complex Hilbert space of dimension greater than 2 and J โ B(H) be an invertible self-adjoint operator. Denote by A โ = J -1 A \* J the indefinite conjugate of A โ B(H) with respect to J and denote by w(A) the numerical radius of A. Let W and V be subsets of B(H) which contain all rank one