Resumen de Weighted composition operators on Orlicz�Sobolev spaces
Subhash C. Arora, Gopal Datt, Satish Verma
For an open subset of the Euclidean space Rn, a measurable non-singular transformation T:and a real-valued measurable function u on Rn, we study the weighted composition operator uCT:fu(fT) on the Orlicz�Sobolev space W1() consisting of those functions of the Orlicz space L() whose distributional derivatives of the first order belong to L(). We also discuss a sufficient condition under which uCT is compact.
