Some properties and interpolation theorems in weak Orlicz–Lorentz spaces.

This paper is devoted to the studying of the weak Orlicz–Lorentz space Λ X φ , ∞ (w) , which can be regarded as an extension of weak Orlicz space L X φ , ∞ and weak Lorentz space Λ X p , ∞ (w) . Results are obtained on the basic properties of convergence, normability and embedding relationships. Some interpolation theorems of operators are also given in the final part. [ABSTRACT FROM AUTHOR]