Modeling Foundations of Economic Property Rights Theory: An Axiomatic Analysis of Economic Agreements: 23 (Studies in Economic Theory) pdf epub
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Modeling Foundations Of Economic Property Rights Theory: An Axiomatic Analysis Of Economic Agreements: 23 (Studies In Economic Theory)

This is an introduction to the foundations of economic property rights t- ory (EPRT). In this volume, a ?rst step in the EPRT research program, rules concerningeconomicpropertyrights(e. p. r. s),entrepreneurialagreements,and enterprises are discussed. Introduced concept of e. p. r. s is an extension of the traditional concept of pairing of residual rights of control and residual rights of returns ...

File Size: 3171 KB
Print Length: 232 pages
Publisher: Springer; 2005 edition (March 30, 2006)
Publication Date: March 30, 2006
Sold by: Amazon Digital Services LLC
Language: English
ASIN: B000PY4D5E
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n the economic theory. Its importance in economics is generated fromageneralimpossibilityofmakingacompletecontract,concerninge. p. r. s, for any nontrivial economic transaction. The volume o?ers a theoretical - tension of mathematical economics, applying recent results of Hopf algebras, quasi-Hopf algebras, representation theory, theory of categories, and defor- tion theories, in looking for suitable mathematical methodology of economic property rights theories and foundations of general theory of economic agr- ments. The idea is to construct a kind of mathematical application in which any fundamental formal entity and/or operation has an empirical economic interpretation. This approach is seen as a way to cope with an extreme c- plexity of economic phenomena under consideration and requests for precise formulationofmodelswheremeaningfulanswersandsolutionsofproblemsare only those which are obtained rigorously. The proposed extensions in ma- ematical economics and property rights theory are to provide rich enough foundations to follow complexity of economic property rights in the exact way, and to identify where there is an appropriate method providing a- quate solution, and also to ?nd problems where in general there is no such methodology.