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Dive into the research topics where Richard Rochberg is active.

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Featured researches published by Richard Rochberg.


Advances in Mathematics | 1982

A theory of complex interpolation for families of Banach spaces

Ronald R. Coifman; Michael Cwikel; Richard Rochberg; Y. Sagher; Guido Weiss

Abstract A detailed development is given of a theory of complex interpolation for families of Banach spaces which extends the well-known theory for pairs of spaces.


Integral Equations and Operator Theory | 1987

Toeplitz and Hankel operators on the Paley-Wiener space

Richard Rochberg

The basic theory of Toeplitz and Hankel operators acting on the Paley-Weiner space is developed. This includes criteria for boundedness, compactness, being of finite rank, and membership in the Schatten-von Neumann ideals. Similar questions are considered for the related operators formed by commuting the discrete Hilbert transform with a multiplication operator.


Integral Equations and Operator Theory | 1995

HANKEL OPERATORS ON THE WEIGHTED BERGMAN SPACES WITH EXPONENTIAL TYPE WEIGHTS

Peng Lin; Richard Rochberg

AbstractLet


Journal of Functional Analysis | 1989

Nearly weakly orthonormal sequences, singular value estimates, and Calderon-Zygmund operators

Richard Rochberg; Stephen Semmes


Journal of Functional Analysis | 1986

A decomposition theorem for BMO and applications

Richard Rochberg; Stephen Semmes

AL_\varphi ^2 \left( \mathbb{D} \right)


Journal D Analyse Mathematique | 2001

Bergman kernel asymptotics for generalized Fock spaces

Finbarr Holland; Richard Rochberg


Journal of Functional Analysis | 1974

Conjugate function theory in weak∗ Dirichlet algebras

I.I. Hirschman; Richard Rochberg

denote the closed subspace of


Integral Equations and Operator Theory | 1997

THE EFFECT OF BOUNDARY GEOMETRY ON HANKEL OPERATORS BELONGING TO THE TRACE IDEALS OF BERGMAN SPACES

Steven G. Krantz; Song-Ying Li; Richard Rochberg


Mathematische Annalen | 1995

Compensated compactness and the Heisenberg group

Loukas Grafakos; Richard Rochberg

L^2 \left( {\mathbb{D},e^{ - 2\varphi } dA} \right)


Proceedings of The London Mathematical Society | 2001

Boundedness of Higher order Hankel Forms, Factorization in Potential Spaces and Derivations

William Cohn; Sarah H. Ferguson; Richard Rochberg

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Guido Weiss

Washington University in St. Louis

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Peng Lin

Washington University in St. Louis

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Song-Ying Li

Washington University in St. Louis

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Steven G. Krantz

Washington University in St. Louis

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Michael Cwikel

Technion – Israel Institute of Technology

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Mario Milman

Florida Atlantic University

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