ON STRICT SINGULARITY OF LOCALLY INTEGRAL OPERATORS ON BANACH FUNCTION SPACES

Original Articles

ON STRICT SINGULARITY OF LOCALLY INTEGRAL OPERATORS ON BANACH FUNCTION SPACES

Published in: Quaestiones Mathematicae
Volume 20 , issue 4 , 1997 , pages: 549–561
DOI: 10.1080/16073606.1997.9632224
Author(s): O.V. Kucher , , A.M. Plichko Department of Mathematics,
Keywords: 46E39 , 47B38 , 47B30
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Abstract

In this note we generalize a result of L. Weis and V. V. Shevchik about strict singularity of the Fourier transform to a large class of locally integral operators on function spaces.
« ALGEBRAIC HULLS OF ADJOINT FUNCTORS AS INJECTIVE HULLS
IDEAL DETERMINED VARIETIES HAVE UNBOUNDED DEGREES OF PERMUTABILITY »

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