Reiteration of a limiting real interpolation method with broken iterated logarithmic functions

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Hacettepe Journal of Mathematics and Statistics
Volume:48 Issue:4
Reiteration of a limiting real interpolation method with broken iterated logarithmic functions

Reiteration of a limiting real interpolation method with broken iterated logarithmic functions

Authors : İrshaad AHMED, Fakhra UMAR

Pages : 966-972

View : 23 | Download : 11

Publication Date : 2019-08-08

Article Type : Research Paper

Abstract :A reiteration theorem for a limiting real interpolation method with broken iterated logarithmic functions is established. An application to the generalized Lorentz-Zygmund spaces is given.
Keywords : limiting real interpolation methods, K functional, reiteration, Lorentz Zygmund spaces, Hardy type inequalities

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