TITLE: Non-reflexive Orlicz spaces
QUESTION [8 upvotes]: I am looking for a good reference on Orlicz spaces; I would appreciate any books treating this topic from the Banach-space perspective. For example, I would like to find a reference to the following fact that every Orlicz space is complemented in its bidual. (This is clear for reflexive Orlicz spaces, of course.)

REPLY [2 votes]: I can suggest you the books:
(1) Krasnoselskii, Rutickii, Convex functions and Orlicz spaces
(2) Rao, Ren, Theory of Orlicz spaces
(3) Chapter 4 of Volume 1 of the book Lindenstrauss-Tzafriri, Classical Banach spaces contains interesting material on Orlicz sequence spaces. 
(4) Orlicz function spaces are dealt with in the second volume of Lindenstrauss-Tzafriri, but usually in a more general context.