Abstract
Let X, Y be rearrangement invariant spaces and let M = M(Y, X) be the space of all multipliers of Y into X. It is shown that if X = YM and some technical conditions are satisfied, then the K-functional K(t, f, X, Y) is equivalent to the expressionwhere ψ is the inverse of the fundamental function ϕM of M, defined by
Publisher
Cambridge University Press (CUP)
Cited by
6 articles.
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