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Titlebook: Composition Operators; and Classical Functi Joel H. Shapiro Textbook 1993 Springer Science+Business Media New York 1993 Complex analysis.De

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Angular Derivatives and Iteration, of . . The connection between iteration and composition operators comes from the equation ., and this forms the basis of the work on cyclicity that takes place in Chapters 7 and 8. Right now, however, we intend to emphasize function theory, employing the methods developed for our theory of the angu
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Compactness and Eigenfunctions,ing maps. Here we begin to study how compactness affects the . of a composition operator. The eigenfunction equation for a composition operator C. is called .and has been studied in one form or another since the late nineteenth century [Shr ‘71].
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