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Quantifying Inefficiency of Fair Cost-Sharing Mechanisms for Sharing Economy

机译:量化公平分摊费用共享机制的效率低下   经济

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摘要

Sharing economy is a distributed peer-to-peer economic paradigm, which givesrise to a variety of social interactions for economic purposes. One fundamentaldistributed decision-making process is coalition formation for sharing certainreplaceable resources collaboratively, for example, sharing hotel rooms amongtravelers, sharing taxi-rides among passengers, and sharing regular passesamong users. Motivated by the applications of sharing economy, this paperstudies a coalition formation game subject to the capacity of $K$ participantsper coalition. The participants in each coalition are supposed to split theassociated cost according to a given cost-sharing mechanism. A stable coalitionstructure is established when no group of participants can opt out to formanother coalition that leads to lower individual payments. We quantify theinefficiency of distributed decision-making processes under a cost-sharingmechanism by the strong price of anarchy (SPoA), comparing a worst-case stablecoalition structure and a social optimum. In particular, we derive SPoA forcommon fair cost-sharing mechanisms (e.g., equal-split, proportional-split,egalitarian and Nash bargaining solutions of bargaining games, and usage basedcost-sharing). We show that the SPoA for equal-split, proportional-split, andusage based cost-sharing (under certain conditions) is $\Theta(\log K)$,whereas the one for egalitarian and Nash bargaining solutions is $O(\sqrt{K}\log K)$. Therefore, distributed decision-making processes under common faircost-sharing mechanisms induce only moderate inefficiency.
机译:共享经济是一种分布式的点对点经济范例,它带来了出于经济目的的各种社会互动。一个基本的分布式决策过程是联盟的形成,以协作地共享某些可替换的资源,例如,在旅行者之间共享酒店房间,在乘客之间共享出租车乘坐以及在用户之间共享常规通行证。在共享经济的推动下,本文研究了一个联盟形成博弈,该博弈受每个联盟K $参与者的能力的影响。每个联盟的参与者都应根据给定的成本分担机制对相关成本进行拆分。当没有一组参与者可以选择加入另一个导致较低个人支付的联盟时,就会建立一个稳定的联盟结构。我们通过无政府状态的强价格(SPoA)量化了成本分摊机制下的分布式决策过程的低效率,比较了最坏情况下的稳定联盟结构和社会最优方案。特别是,我们推导了SPoA用于常见的公平成本分摊机制(例如,讨价还价博弈的均等分割,比例分割,均等和纳什讨价还价解决方案以及基于使用量的成本分摊)。我们证明,在特定条件下,基于等分,按比例分流和基于使用的成本分摊的SPoA为$ \ Theta(\ log K)$,而针对均等和纳什议价解决方案的SPoA为$ O(\ sqrt {K} \ log K)$。因此,在共同的公平成本分担机制下的分布式决策过程仅引起中等程度的低效率。

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