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On the stability of a real interpolation method. (Russian) Zbl 0621.46061

One of the consequences of the classical reiteration theorem for the real method of interpolation is the stability of the interpolation functor \(K_{\theta p}(0<\theta <1,1\leq p\leq \infty)\) with respect to specific changes of Banach pairs. In this paper a generalization of this result is given, which is in some sense final.

MSC:

46M35 Abstract interpolation of topological vector spaces
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