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Fares and tolls in a competitive system with transit and highway: the case with two groups of commuters

机译:在具有公交和公路的竞争系统中的票价和通行费:两组通勤者的情况

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This paper deals with pricing and modal split in a competitive mass transit/highway system with het- erogeneous commuters. Two groups of commuters that differ in their disutility from travel time, schedule delay and transit crowding, select the transit or auto mode for traveling from a residential area to a workplace. We compare three pricing schemes: the marginal cost-based transit fare with no-toll(called 'm' for short), the average cost-based fare with no-toll('a')and marginal cost-based fare with time-invariant toll for subsidizing transit('s'), and derive a socially optimal combination of transit fare and road toll which minimizes the total social cost of the competitive system meanwhile ensuring no deficit to the transit side ('o).
机译:本文讨论具有异类通勤者的竞争性公共交通/高速公路系统中的价格和模式分割。两组通勤者的效用与出行时间,行程安排延误和过境拥挤程度不同,因此选择了从居住区到工作场所的过境或自动模式。我们比较了三种定价方案:无收费的边际成本基过境票价(简称“ m”),无收费的平均成本基票价(“ a”)和有时间的边际成本基票价。不变的通行费,用于补贴过境,并得出通行费和道路通行费的社会最优组合,从而使竞争系统的总社会成本最小化,同时确保对过境方不存在赤字(o)。

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