A remark on interpolation with generalized parameters (Q1203053)
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scientific article; zbMATH DE number 110382
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A remark on interpolation with generalized parameters |
scientific article; zbMATH DE number 110382 |
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A remark on interpolation with generalized parameters (English)
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4 February 1993
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Summary: We study a generalized form of the Lions-Peetre interpolation spaces \((A_ 0,A_ 1)_{\Theta q}\), where the parameter \(\Theta\) and \(q\) are substituted in a natural way by suitable sequences \(u\) and lattices \({\mathbf a}\), respectively. A reiteration theorem is proved and applications to generalized Lorentz spaces are given.
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Lions-Peetre interpolation spaces
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reiteration theorem
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generalized Lorentz spaces
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0.8599095344543457
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0.8579378724098206
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0.8331068158149719
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