Abstract
Nonlinear pricing has recently become a subject of intense research in utility pricing. This research begins with the work on multipart tariffs which points out the superiority of nonlinear pricing over linear pricing and the importance of self-selection in regulatory pricing (see e.g., Brown and Sibley (1986), Faulhaber and Panzar (1977), Willig (1978) and Mirman and Sibley (1980)). That is, by providing a menu of rate options from which a ratepayer chooses what he most prefers, the utility and the ratepayers are both better off than when only one linear rate schedule is available (e.g., a non-time differentiated energy charge).
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