2019
DOI: 10.3982/ecta15676
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Endowments, Exclusion, and Exchange

Abstract: We propose a new solution for discrete exchange economies and resource-allocation problems, the exclusion core. The exclusion core rests upon a foundational idea in the legal understanding of property, the right to exclude others. By reinterpreting endowments as a distribution of exclusion rights, rather than as bundles of goods, our analysis extends to economies with qualified property rights, joint ownership, and social hierarchies. The exclusion core is characterized by a generalized top trading cycle algor… Show more

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Cited by 18 publications
(10 citation statements)
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“…The allocations µ in Example 9 and Example 10 can be found by BK's mechanism, but they cannot be found by YRMH-IGYT and are induction blocked. Balbuzanov and Kotowski (2019b) build the right to exclude into a production network in which agents and firms interact through input-output relations. It seems that the conventional interpretation of property rights we follow cannot be similarly extended.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…The allocations µ in Example 9 and Example 10 can be found by BK's mechanism, but they cannot be found by YRMH-IGYT and are induction blocked. Balbuzanov and Kotowski (2019b) build the right to exclude into a production network in which agents and firms interact through input-output relations. It seems that the conventional interpretation of property rights we follow cannot be similarly extended.…”
Section: Discussionmentioning
confidence: 99%
“…In a general allocation model, Sönmez (1999) relates the existence of desirable mechanisms to singlevaluedness of the core. Observing the contrast between the simplicity of endowments in economic models and the complexity of property in practice, Balbuzanov and Kotowski (2019a) (BK hereafter) present a discrete exchange economy with possibly redundant and joint ownership. An agent may own more than one objects though he is unit-demand, and multiple agents may co-own an object.…”
Section: Introductionmentioning
confidence: 99%
“…Since this result is obtained by constructing a finite rights structure, this characterization result encompasses implementation in core as well as in generalized stable sets (van Deemen, 1991;Page and Wooders, 2009). Moreover, for marriage problems (Knuth, 1976) and for a class of exchange economy with property rights (Balbuzanov and Kotowski, 2019), we show that the set of stable outcomes is implementable in MSS, and thus exhibits a convergence property, which is particularly important in our design framework. However, implementation in MSS cannot guarantees always the order of rotation.…”
Section: Introductionmentioning
confidence: 86%
“…We differ not only in the use of cardinal utilities but also in the absence of preexisting endowments. Balbuzanov and Kotowski (2019) explore the role of endowments for discrete allocation problems. Different from us, they interpret endowments as the rights to exclude others, and propose a new cooperative game solution concept.…”
Section: Related Literaturementioning
confidence: 99%