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A Static Microeconomic Model of Pure Competition: 306 (Lecture Notes in Economics and Mathematical Systems, 306) - Tapa blanda

Klein, Christoph

 
9783540193586: A Static Microeconomic Model of Pure Competition: 306 (Lecture Notes in Economics and Mathematical Systems, 306)

Sinopsis

The article presented here reflects a scientific work of more than ten years. During this too long period I enjoyed useful discussions with many researchers and scientists. I offer my apologies for being unable to thank every single one of them here explicitly. Valuable hints of Dr.A.Klodt, Prof.Z.Lipecki, and Prof.B.Peleg improved the work. The help­ ful conversations with and the hospitality of Prof.T.E.Armstrong and Prof.M.K.Richter are gratefully acknowledged. The instructions in macro­ economics by Prof.G.Gabisch were very helpful for my principal reasoning. I am indebted to my teacher and supervisor Prof.D.Pallaschke, who moti­ vated and supported always our research. Especially I have to thank Prof.S.Rolewicz from the Polish Academy of Sciences for the great help and encouragement. The first three chapters of this paper correspond to my Habilita­ tionsarbeit submitted to the Faculty of Economics of the University of' Karlsruhe in February 1987. I am indebted to Prof.W.Eichhorn, in particular for his seminars. The effective support by our chairman Prof.R.Henn is gratefully ac­ knowledged. I wish to express my gratitude and my admiration to Prof.Dr.h.c. mult.W.Krelle, editor of this scientific series.

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De la contraportada

I. The Deterministic Grounding of the Model.- 1. The Observation of a Set of Agents.- 2. The Observation of a Market.- II. The Replica Model.- 3. The Deterministic Replica Model.- 4. The Probabilistic Replica Model.- III. Core and Walras Allocations.- 5. The Definition of the Core.- 6. Walras Allocations.- 7. Core Versus Walras Allocations.- Al Boolean Algebras and Stone Spaces.- A.1.1 Boolean Algebras.- A.1.2 Stone Spaces.- A.1.3 Measure Theoretic Tools.- A2 The Riemann Darboux Integration.- A.2.1 The Generalized Jordan Content.- A.2.2 The Generalized Riemann Integral.- A3 Some Proofs.- A.3.1 Proofs Concerning Chapter I.- A.3.2 A Proof Concerning Chapter III.- A4 The Elementary Model.- A.4.1 The Elementary Representation.- A.4.2 A Final Comment.- References.

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