%0 Journal Article
%T Real interpolation with logarithmic functors
%A Evans WD
%A Opic Bohum¨ªr
%A Pick Lubo£¿
%J Journal of Inequalities and Applications
%D 2002
%I Springer
%X We present a real interpolation method involving broken-logarithmic functors. We obtain a variety of interpolation theorems for quasilinear operators on quasi-Banach spaces, including limiting cases. We present a number of Holmstedt's formulae corresponding to the broken-logarithmic functors and apply these to obtain reiteration theorems for interpolation and extrapolation spaces. We compare the two methods of interpolation and demonstrate the results with examples.
%K Real interpolation
%K Broken-logarithmic functors
%K Embedding theorems
%K Holmstedt's formulae
%K Reiteration theorems
%K Hardy's inequalities
%U http://www.journalofinequalitiesandapplications.com/content/7/468209