The criteria for local uniform rotundity of Orlicz spaces
The article contains no abstract
The article contains no abstract
The article contains no abstract
The article contains no abstract
The article contains no abstract
A characterization of isometries of complex Musielak-Orlicz spaces is given. If is not a Hilbert space and is a surjective isometry, then there exist a regular set isomorphism τ from (T,Σ,μ) onto itself and a measurable function w such that U(f) = w ·(f ∘ τ) for all . Isometries of real Nakano spaces, a particular case of Musielak-Orlicz spaces, are also studied.
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