Lecture notes on duality and interpolation spaces - Mathematics > Functional AnalysisReportar como inadecuado




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Abstract: Known or essentially known results about duals of interpolation spaces arepresented, taking a point of view sometimes slightly different from the usualone. Particular emphasis is placed on Alberto Calderon-s theorem describing theduals of his complex interpolation spaces A 0,A 1 \theta. The pace is slow,since these notes are intended for graduate students who have just begun tostudy interpolation spaces. This second version corrects some small misprints.It also draws attention to a convenient norming subspace of the dual of acomplex interpolation space, and to the slight difference between the spaces\mathcal{G}X 0,X 1 introduced by Calderon and by Stafney.



Autor: Michael Cwikel

Fuente: https://arxiv.org/







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