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E-book
Author Sarason, Donald.

Title The H[p superscript] spaces of an annulus / by Donald Sarason
Published Providence, R.I. : American Mathematical Society, 1965
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Description 1 online resource (78 pages)
Series Memoirs of the American Mathematical Society ; no. 56
Memoirs of the American Mathematical Society ; no. 56
Contents Introduction Part I 1. Definitions and immediate properties of the spaces $Ĥp(A)$ and $Ĥp(\partial A)$ 2. Jensen's inequality 3. Modulus automorphic functions 4. Blaschke factors and Blaschke products in $\hat {A}$ 5. Harmonic functions in $A$ 6. Modulus automorphic functions of bounded characteristic 7. The spaces $Ĥp_\alpha (A)$ 8. The Hilbert spaces $Ĥ2_\alpha (A)$ Part II 9. Preliminary remarks on the invariant subspace problem 10. The subspaces $Is[x]$ 11. The subspaces $Ds[x]$ 12. Completion of the characterization of doubly invariant subspaces 13. Szegö's theorem in an annulus
Notes Cover title
Bibliography Includes bibliographical references (pages 76-78)
Notes Print version record
Subject 880-01 Hilbert space.
880-01 ヒルベルト空間.
Invariant subspaces.
Riemann surfaces.
Hp-Raum.
Kreisring.
Hilbert space.
Invariant subspaces.
Riemann surfaces.
Genre/Form Annulus.
Form Electronic book
ISBN 1470400022
9781470400026
Other Titles Hp spaces of an annulus