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We characterize the inclusions of weighted classes of entire functions interms of the defining weights resp. weight systems. First we treat weightsdefined in terms of a so-called associated weight function where theweight(system) is based on a given sequence. The abstract weight function caseis then reduced to the weight sequence setting by using the so-calledassociated weight sequence. As an application of the main statements wecharacterize closedness under point-wise multiplication of these classes.

On inclusion relations between weighted spaces of entire functions