Leo R. Ya. Doktorski

EVERY REARRANGEMENT-INVARIANT QUASI-BANACH FUNCTION SPACE IS AN INTERPOLATION SPACE BETWEEN TWO LORENTZ SPACES

Abstract We extend some results of Kwok-Pun Ho. In particular, it will be shown that every rearrangement-invariant quasi-Banach function space on a totally $$\varvec{\sigma }$$ σ -finite measure space $$\varvec{(\Omega ,\mu )}$$ ( Ω , μ ) with a non-atomic measure $$\varvec{\mu }...