A PARETO OPTIMUM CONGESTION REDUCTION SCHEME

Carlos F. Daganzo

Department of Civil Engineering and
Institute of Transportation Studies
University of California, Berkeley CA 94720


ABSTRACT

This paper seeks congestion reduction schemes that do not penalize anyone. As such, it attempts to enhance the traditional social welfare approach by addressing the distribution of gains and losses across the population. As a first step in this line of research, the paper considers a transportation system where congestion delay is simply given by a function of its user flow. It shows that a particular pricing scheme with variable tolls, which can be viewed as hybrid between rationing and pricing, can benefit everyone (unlike pure pricing alone) even if the collected revenues are not returned to the population. The simple conditions under which this is possible are identified. Few data are needed to choose a beneficial policy. Examples are given.


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Last update 6/11/96