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The inner logic of the Coase Theorem and a Coasian planning research agenda

机译:科斯定理和科斯计划研究议程的内在逻辑

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This paper is an original attempt to explore the inner logic of and apply the Coase Theorem-specifically the corollary of the invariant version of the Coase Theorem (CIT) and the extension of the corollary of the optimality version of the Coase Theorem (COTE)-to empirical planning research. This attempt hinges critically upon seven theoretical propositions developed on the basis of seven law and policy relevant determining variables that are manifestations of ways of 'assignment of rights and liabilities' for the application of CIT (COTE). This is preceded by an examination of the meaning of seven allocative outcomes or determined variables pertaining to the theorem component 'resource allocation would (under CIT not) be identical'. A 7 × 7 matrix (with forty-nine cells, each defining a specific research arena) is constructed, and relevant literature is surveyed to map the landscape of Coasian planning research as a step to building a transaction-cost-based research agenda. An example of empirically refutable planning hypotheses is given to demonstrate the usefulness of the propositions and to obtain a glimpse of the applicability of the agenda.
机译:本文是探索科斯定理的内在逻辑并应用科斯定理(CIT)不变版本的推论和科斯定理(COTE)的最优版本的推论的扩展的原始尝试-进行经验规划研究。这一尝试主要取决于七个理论命题,这些命题是在七个与法律和政策有关的决定性变量的基础上发展起来的,这些变量是企业所得税法(COTE)的“权利和责任分配”方式的体现。在此之前,先检查与定理成分“资源分配将相同(在CIT下不相同)”的七个分配结果或确定的变量的含义。构造了一个7×7矩阵(有49个单元,每个单元定义一个特定的研究领域),并调查了相关文献以绘制Coasian规划研究的格局,以此作为建立基于交易成本的研究议程的步骤。给出了一个可凭经验论证的规划假设的例子,以证明这些命题的有用性,并能一窥议程的适用性。

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