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Titlebook: Advances in Invariant Subspaces and Other Results of Operator Theory; 9th International Co R. G. Douglas,C. M. Pearcy,Gr. Arsene Book 1986

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Smell of Burning in the Operating Room,lues. The class N. coincides with the Nevanlinna class of all functions which are holomorphic in .. and map .. into .... The following two examples of functions of the class N. were considered in [2], [4], respectively:. where α ε . and σ., σ. are nondecreasing functions on . such that
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https://doi.org/10.1007/978-3-642-68242-1r is reflexive if its lattice of invariant subspaces is rich enough so as to determine the .-closed subalgebra it generates. This is indirectly confirmed by the fact that a unicellular operator (i.e. an operator T such that .(T) is linearly ordered) cannot be reflexive.
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