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Dive into the research topics where Michael Cwikel is active.

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Featured researches published by Michael Cwikel.


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.


Journal of Functional Analysis | 1986

Complex interpolation of some quasi-Banach spaces

Michael Cwikel; M Milman; Y Sagher

Abstract We interpolate in the complex method some real-intermediate quasi-Banach spaces. This enables us for example to get in a unified way complex interpolation of H p spaces 0 p 0 p 1 H p spaces could be the standard ones as well as weighted H p spaces, H p spaces on product domains, etc.


Proceedings of the American Mathematical Society | 2004

Are generalized Lorentz “spaces” really spaces?

Michael Cwikel; Anna Kamińska; Lech Maligranda; Luboš Pick

Let


arXiv: Functional Analysis | 1995

Interpolation of compact operators by the methods of Calderón and Gustavsson–Peetre

Michael Cwikel; N. J. Kalton

w


Journal of Approximation Theory | 1990

On the fundamental lemma of interpolation theory

Michael Cwikel; Björn Jawerth; Mario Milman

be a non-negative measurable function on


Advances in Mathematics | 1987

Real and complex interpolation methods for finite and infinite families of Banach spaces

Michael Cwikel; Svante Janson

(0,\infty)


Memoirs of the American Mathematical Society | 2003

Interpolation of weighted Banach lattices. A characterization of relatively decomposable Banach lattices

Michael Cwikel; Per Nilsson; Gideon Schechtman

, non-identically zero, such that


Proceedings of the American Mathematical Society | 1996

On a convolution inequality of Saitoh

Michael Cwikel; Ronald Kerman

W(t)=\int_0^tw(s)ds0


Journal of Functional Analysis | 1992

Positive multilinear operators acting on weighted Lp spaces

Michael Cwikel; Ronald Kerman

. The authors study conditions on


conference on decision and control | 1984

Admissible sets and feedback control for discrete-time linear dynamical systems with bounded controls and states

Per-Olof Gutman; Michael Cwikel

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Lars-Erik Persson

Luleå University of Technology

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Alois Kufner

Academy of Sciences of the Czech Republic

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Mario Milman

Florida Atlantic University

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Yoram Sagher

Florida Atlantic University

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Pavel Shvartsman

Technion – Israel Institute of Technology

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