The uniqueness of the solution to inverse problems of interpolation of positive operators in Banach lattices

Details The uniqueness of the solution to inverse problems of interpolation of positive operators in Banach lattices The uniqueness of the solution to inverse problems of interpolation of positive operators in Banach lattices

2000-03-16

arxiv.org/abs/math/0003095v1

Mathematics

Functional Analysis

3 pages

Scientific paper

We prove that an interpolation pair of Banach lattices is uniquely determined
by the collection of intermediate spaces with the property that these are
interpolation spaces for positive operators. A correspondent result for exact
interpolation is also presented.

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