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      How much inequality is fair? : mathematical principals of a moral, optimal, and stable capitalist society

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      https://www.riss.kr/link?id=M15110756

      • 저자
      • 발행사항

        New York : Columbia University Press, [2017] ⓒ2017

      • 발행연도

        2017

      • 작성언어

        영어

      • 주제어
      • DDC

        330.160151 판사항(23)

      • ISBN

        9780231180726 (cloth : alk. paper)
        0231180721 (cloth : alk. paper)
        9780231543224 (e-book)
        0231543220 (e-book)

      • 자료형태

        일반단행본

      • 발행국(도시)

        미국

      • 서명/저자사항

        How much inequality is fair? : mathematical principals of a moral, optimal, and stable capitalist society / Venkat Venkatasubramanian

      • 형태사항

        xxi, 281 pages : illustrations ; 24 cm

      • 일반주기명

        Includes bibliographical references (pages 251-265) and index

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      목차 (Table of Contents)

      • CONTENTS
      • List of Tables = xi
      • List of Figures = xiii
      • Preface = xv
      • Chapter One : Extreme Inequality in Income and Wealth = 1
      • CONTENTS
      • List of Tables = xi
      • List of Figures = xiii
      • Preface = xv
      • Chapter One : Extreme Inequality in Income and Wealth = 1
      • 1.1 Rise of the Top 1% and Fall of the Bottom 90% = 1
      • 1.2 Executive Pay and High CEO Pay Ratios = 5
      • 1.3 Economic Inequality : What Do People Consider Fair? = 8
      • 1.4 Why Is Extreme Inequality Worrisome? = 12
      • 1.5 A New Mathematical Theory of Fairness in a Capitalist Society = 16
      • Chapter Two : Foundational Principles of a Fair Capitalist Society = 25
      • 2.1 Philosophical Perspectives : Mill, Rawls, Nozick, and Dworkin = 25
      • 2.2 A System-Theoretic Perspective = 30
      • 2.3 What Is the Purpose of a Society? = 34
      • 2.4 BhuVai : A Hybrid Utopian Society of Universal Happiness = 38
      • Chapter Three : Distributive Justice in a Hybrid Utopia = 43
      • 3.1 Income Distribution in BhuVai : Formulating the Problem = 44
      • 3.2 A Microeconomic Game-Theoretic Framework : "Restless" Agents Model = 49
      • 3.3 Potential Game Formulation of Free-Market Dynamics = 55
      • 3.4 Is There an Equilibrium Income Distribution? = 61
      • 3.5 Connection with Statistical Thermodynamics = 62
      • Chapter Four : Statistical Thermodynamics and Equilibrium Distribution = 65
      • 4.1 Brief History = 65
      • 4.2 "Molecular Society" : Microstates, Macrostates, and Multiplicity = 67
      • 4.3 Phase Space, Entropy, and Statistical Equilibrium = 69
      • Chapter Five : Fairness in Income Distribution = 79
      • 5.1 Complex Teleological Systems = 79
      • 5.2 Statistical Teleodynamics : Intrinsic and Extrinsic Properties = 81
      • 5.3 Phase Space in Statistical Teleodynamics = 82
      • 5.4 What Is the Equilibrium Income Distribution in BhuVai? = 84
      • 5.5 Is the Equilibrium Distribution Fair? = 86
      • 5.6 Entropy : Correcting the Misinterpretations = 102
      • 5.7 Replicator Dynamics = 112
      • 5.8 Is the Ideal Free Market Morally Justified? = 115
      • 5.9 Is the Equilibrium Income Distribution Stable? = 121
      • 5.10 Fairness, Stability, and Robustness of a Free-Market Society = 123
      • 5.11 Comparison with Walrasian General Equilibrium = 130
      • 5.12 Bipopulation Game = 135
      • 5.13 Midpoint Summary = 138
      • Chapter Six : Global Trends in Income Inequality : Theory Versus Reality = 143
      • 6.1 Comparing Theory with Reality = 144
      • 6.2 A New Measure of Fairness in Income Inequality : ψ = 147
      • 6.3 Scandinavia : Almost Utopian = 154
      • 6.4 Potential Loss of Growth due to Extreme Inequality = 155
      • 6.5 Are the Rich Different from You and Me? = 157
      • 6.6 Gini Coefficient versus ψ = 158
      • 6.7 One-Class and Two-Class Societies : Simulation Results = 162
      • 6.8 Summary = 165
      • Chapter Seven : What Is Fair Pay for Executives? = 169
      • 7.1 Theory's Predictions for Large Corporations = 171
      • 7.2 How Much of a Company's Success Is due to the Executives? = 175
      • Chapter Eight : Final Synthesis and Future Directions = 191
      • 8.1 Mathematical Foundations of a Utopian Capitalist Society : Maximum Fairness as the Design Principle = 192
      • 8.2 Statistical Teleodynamics : Macroview = 201
      • 8.3 Statistical Teleodynamics : Microview = 208
      • 8.4 Significance of the Utility Function and Its Parameters = 212
      • 8.5 Can a Simple Model Handle Free-Market's Complexity? = 217
      • 8.6 What About Economic Growth? = 225
      • 8.7 Comparison with Econophysics = 227
      • 8.8 Future Directions : Theoretical and Empirical Studies = 230
      • 8.9 Summary and Final Thoughts = 234
      • Notes = 243
      • Bibliography = 251
      • Index = 267
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      How Much Inequality Is Fair?: Mathematical Principles of a Moral, Optimal, and Stable Capitalist Society

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      How Much Inequality Is Fair?: Mathematical Principles of a Moral, Optimal, and Stable Capitalist Society (Mathematical Principles of a Moral, Optimal, and Stable Capitalist Society)

      How Much Inequality Is Fair? synthesizes concepts from economics, political philosophy, game theory, information theory, statistical mechanics, and systems engineering into a mathematical framework for a fair free-market society. Venkat Venkatasubramanian compares his theory's predictions to actual inequality data and discusses its implications.

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