Develops theory of unbounded antilinear operators on Hilbert spaces with closed range theorem, polar decomposition, numerical range convexity, normal operator results, minimal normal extensions, and closability criteria for antilinear block matrices.
Springer, Dordrecht
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Unbounded Antilinear Operators on Hilbert Spaces
Develops theory of unbounded antilinear operators on Hilbert spaces with closed range theorem, polar decomposition, numerical range convexity, normal operator results, minimal normal extensions, and closability criteria for antilinear block matrices.