Abstract
In this paper we will consider the weighted composition operators W = between ) spaces and Orlicz spaces ) generated by measurable and non-singular transformations from X into itself and measurable functions u on X. We characterize the functions u and transformations that induce weighted composition operators between -spaces by using some properties of conditional expectation operator, pair (u,) and the measure space ). Also, some other properties of these types of operators will be investigated.
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