Welfare Economics and the Theory of Optimum Public Utility
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Journal of Risk and Financial Management Article The Standard Model of Rational Risky Decision-Making Kazem Falahati Glasgow School for Business and Society, Glasgow Caledonian University, 70 Cowcaddens Road, Glasgow G4 0BA, UK; [email protected]; Tel.: +44-141-331-3708 Abstract: Expected utility theory (EUT) is currently the standard framework which formally defines rational decision-making under risky conditions. EUT uses a theoretical device called von Neumann– Morgenstern utility function, where concepts of function and random variable are employed in their pre-set-theoretic senses. Any von Neumann–Morgenstern utility function thus derived is claimed to transform a non-degenerate random variable into its certainty equivalent. However, there can be no certainty equivalent for a non-degenerate random variable by the set-theoretic definition of a random variable, whilst the continuity axiom of EUT implies the existence of such a certainty equivalent. This paper also demonstrates that rational behaviour under utility theory is incompatible with scarcity of resources, making behaviour consistent with EUT irrational and justifying persistent external inconsistencies of EUT. A brief description of a new paradigm which can resolve the problems of the standard paradigm is presented. These include resolutions of such anomalies as instant endowment effect, asymmetric valuation of gains and losses, intransitivity of preferences, profit puzzle as well as the St. Petersburg paradox. Keywords: decision-making; rationality; risk; expected utility; behavioural puzzles MSC Codes: 62Cxx; 90B50; 91A26; 91B02; 91B06; 91B16; 91B30 Citation: Falahati, Kazem. 2021. The JEL Codes: C00; D01; D81 Standard Model of Rational Risky Decision-Making. Journal of Risk and Financial Management 14: 158. -
Principles of MICROECONOMICS an Open Text by Douglas Curtis and Ian Irvine
with Open Texts Principles of MICROECONOMICS an Open Text by Douglas Curtis and Ian Irvine VERSION 2017 – REVISION B ADAPTABLE | ACCESSIBLE | AFFORDABLE Creative Commons License (CC BY-NC-SA) advancing learning Champions of Access to Knowledge OPEN TEXT ONLINE ASSESSMENT All digital forms of access to our high- We have been developing superior on- quality open texts are entirely FREE! All line formative assessment for more than content is reviewed for excellence and is 15 years. Our questions are continuously wholly adaptable; custom editions are pro- adapted with the content and reviewed for duced by Lyryx for those adopting Lyryx as- quality and sound pedagogy. To enhance sessment. Access to the original source files learning, students receive immediate per- is also open to anyone! sonalized feedback. Student grade reports and performance statistics are also provided. SUPPORT INSTRUCTOR SUPPLEMENTS Access to our in-house support team is avail- Additional instructor resources are also able 7 days/week to provide prompt resolu- freely accessible. Product dependent, these tion to both student and instructor inquiries. supplements include: full sets of adaptable In addition, we work one-on-one with in- slides and lecture notes, solutions manuals, structors to provide a comprehensive sys- and multiple choice question banks with an tem, customized for their course. This can exam building tool. include adapting the text, managing multi- ple sections, and more! Contact Lyryx Today! [email protected] advancing learning Principles of Microeconomics an Open Text by Douglas Curtis and Ian Irvine Version 2017 — Revision B BE A CHAMPION OF OER! Contribute suggestions for improvements, new content, or errata: A new topic A new example An interesting new question Any other suggestions to improve the material Contact Lyryx at [email protected] with your ideas. -
Updating Rules for Non-Bayesian Preferences
Updating Rules for Non-Bayesian Preferences. Tan Wang∗ December, 1999 Abstract We axiomatize updating rules for preferences that are not necessarily in the expected utility class. Two sets of results are presented. The first is the axiomatization and representation of conditional preferences. The second consists of the axiomatization of three updating rules: the traditional Bayesian rule, the Dempster-Shafer rule, and the generalized Bayesian rule. The last rule can be regarded as the updating rule for the multi-prior expected utility (Gilboa and Schmeidler (1989)). The operational merit of it is that it is equivalent to updating each prior by the traditional Bayesian rule. ∗Tan Wang is with the Faculty of Commerce and Business Administration, University of British Columbia, Van- couver, British Columbia, Canada, V6T 1Z2. [email protected]. The author is grateful to the Social Sciences and Humanities Research Council of Canada for financial support. 1 Introduction The traditional approach to updating is the Bayesian rule. This approach is justified by the ax- iomatic treatment of Savage (1954), where it is shown that, in situations of uncertainty, if a decision maker’s preference satisfies a certain set of axioms, his preference can be represented by an expected utility with respect to a subjective probability measure and that probability measure represents the decision maker’s belief about the likelihood of events. Moreover, in light of new information, the decision maker updates his belief according the Bayesian rule. This Savage paradigm has been the foundation of much of the economic theories under uncertainty. At the same time, however, the Savage paradigm has been challenged by behavior exhibited in Ellsberg paradox (Ellsberg (1961)), which seems to question the very notion of representing a decision maker’s belief by a probability measure and hence by implication the validity of the Bayesian rule. -
General Equilibrium Theory and Welfare Economics: Theory Vs
General Equilibrium Theory and Welfare Economics: Theory vs. Praxis The development of economic thought after World War II has been nothing short of protean in character, yet it can be traced, at least in part, by following a number of lines resulting from attempts to flesh-out, resolve, or simply come to terms with general equilibrium theory. As you might recall from subunit 4.1.2, general equilibrium theory came about in the latter half of the 19th century explicitly in the form of Leon Walras’s 1874 work, Elements of Pure Economics, and subsequently with the addition of graphical representation in his 1892 paper “Geometrical Theory of the Determination of Prices”: It follows from the nature of the [supply and demand] curves, that we shall obtain the provisional current price of (B) by raising it in case of a surplus of effective demand over effective supply, and lowering it, on the contrary, in case of a surplus of effective supply over effective demand. Passing then to the determination of the current price of (C), then to the current price of (D) ..., we obtain them by the same means. It is quite true that, in determining the price of (C), we may destroy the equilibrium in respect to (B); that, in determining the price of (D), we may destroy the equilibrium in respect to (B), and in respect to (C), and so on. But as the determinations of the prices of (C), (D) ... in respect to the demand and supply of (B), will result in a contrary way, we shall always be nearer the equilibrium at the second trial than at the first. -
On Welfare Economics in the Principles Course
THE JOURNAL OF ECONOMIC EDUCATION , VOL. , NO. , – http://dx.doi.org/./.. CONTENT ARTICLES IN ECONOMICS On welfare economics in the principles course N. Gregory Mankiw Department of Economics, Harvard University, Cambridge, MA, USA ImuchenjoyedreadingthesearticlesbySteveSchmidtandJonathanB.Wightonthenormativeunder- pinningsofhowweteachintroductoryeconomics.Ihavelongbelievedthatteachingthefundamentalsof economics to the next generation of voters is among the highest callings of our profession. It is therefore useful to regularly reflect on whether we are doing it well and how we might do it better. I agree with many of the substantive points raised in the articles, although I think that the current crop of textbooks (including my own) do a better job than Schmidt and Wight sometimes give them credit for. Rather than quibble with details, however, let me lay out five of the main lessons that I emphasize as Iteachthismaterial: (1) Efficiency is a useful lens through which to view outcomes. Understanding market success and market failure is a central feature of my course, especially in the microeconomics half. Adam Smith’s invisible hand is best understood as the proposition that the equilibrium of supply and demand maximizes the sum of producer and consumer surplus. The market failures that arise from externalities or monopoly power are best understood as the departure of the unregulated outcome from the surplus-maximizing allocation of resources. (2) Efficiency is not the only goal of policy.Whenintroducingthenotionofefficiency,Imakeclear that policymakers have other objectives as well. In chapter 1 of my text (Mankiw 2015, 12),I wrote, “Even when the invisible hand yields efficient outcomes, it can nonetheless leave sizable disparities in economic well-being. … The invisible hand does not ensure that everyone has suf- ficient food, decent clothing, and adequate healthcare. -
Economics 142: Choice Under Uncertainty (Or Certainty) Winter 2008 Vincent Crawford (With Very Large Debts to Matthew Rabin and Especially Botond Koszegi)
Economics 142: Choice under Uncertainty (or Certainty) Winter 2008 Vincent Crawford (with very large debts to Matthew Rabin and especially Botond Koszegi) Background: Classical theory of choice under certainty Rational choice (complete, transitive, and continuous preferences) over certain outcomes and representation of preferences via maximization of an ordinal utility function of outcomes. The individual makes choices “as if” to maximize the utility function; utility maximization is just a compact, tractable way for us to describe the individual’s choices in various settings. We can view the utility function as a compact way of storing intuition about behavior from simple experiments or though-experiments and transporting it to new situations. The preferences represented can be anything—self-interested or not, increasing in intuitive directions (more income or consumption) or not—although there are strong conventions in mainstream economics about what they are normally defined over—own income or consumption rather than both own and others’, levels of final outcomes rather than changes. Thus if you think the mainstream approach is narrow or wrong-headed, it may make as much or more sense to complain about those conventions than about the idea of rationality per se. Background: Classical “expected utility” theory of choice under uncertainty This is the standard way to describe people’s preferences over uncertain outcomes. The Marschak reading on the reading list, linked on the course page, is a readable introduction. The basic idea is that -
Extended Second Welfare Theorem for Nonconvex Economies With
Wayne State University Mathematics Research Reports Mathematics 6-1-2010 Extended Second Welfare Theorem for Nonconvex Economies with Infinite Commodities and Public Goods Aychiluhim Habte Benedict College, Columbia, SC, [email protected] Boris S. Mordukhovich Wayne State University, [email protected] Recommended Citation Habte, Aychiluhim and Mordukhovich, Boris S., "Extended Second Welfare Theorem for Nonconvex Economies with Infinite Commodities and Public Goods" (2010). Mathematics Research Reports. Paper 77. http://digitalcommons.wayne.edu/math_reports/77 This Technical Report is brought to you for free and open access by the Mathematics at DigitalCommons@WayneState. It has been accepted for inclusion in Mathematics Research Reports by an authorized administrator of DigitalCommons@WayneState. EXTENDED SECOND WELFARE THEOREM FOR NONCONVEX ECONOMIES WITH INFINITE COMMODITIES AND PUBLIC GOODS AYCHILUHIM HABTE and BORIS S. MORDUKHOVICH WAYNE STATE UNIVERSITY Detroit, Ml 48202 Department of Mathematics Research Report 2010 Series #6 This research was partly supported by the US National Science Foundation EXTENDED SECOND WELFARE THEOREM FOR NONCONVEX ECONOMIES WITH INFINITE COMMODITIES AND PUBLIC GOODS AYCHILUHIM HABTE1 and BORIS S. MORDUKHOVICH2 Abstract. Thi~ paper is devoted to the study of non convex models of welfare economics with public gooclH and infinite-dimensional commodity spaces. Our main attention i~ paid to new extensions of the fundamental second welfare theorem to the models under consideration. Based on advanced -
A Pure Theory of Aggregate Price Determination Masayuki Otaki
DBJ Discussion Paper Series, No.0906 A Pure Theory of Aggregate Price Determination Masayuki Otaki (Institute of Social Science, University of Tokyo) June 2010 Discussion Papers are a series of preliminary materials in their draft form. No quotations, reproductions or circulations should be made without the written consent of the authors in order to protect the tentative characters of these papers. Any opinions, findings, conclusions or recommendations expressed in these papers are those of the authors and do not reflect the views of the Institute. A Pure Theory of Aggregate Price Determinationy Masayuki Otaki Institute of Social Science, University of Tokyo 7-3-1 Hongo Bukyo-ku, Tokyo 113-0033, Japan. E-mail: [email protected] Phone: +81-3-5841-4952 Fax: +81-3-5841-4905 yThe author thanks Hirofumi Uzawa for his profound and fundamental lessons about “The General Theory of Employment, Interest and Money.” He is also very grateful to Masaharu Hanazaki for his constructive discussions. Abstract This article considers aggregate price determination related to the neutrality of money. When the true cost of living can be defined as the function of prices in the overlapping generations (OLG) model, the marginal cost of a firm solely depends on the current and future prices. Further, the sequence of equilibrium price becomes independent of the quantity of money. Hence, money becomes non-neutral. However, when people hold the extraneous be- lief that prices proportionately increase with money, the belief also becomes self-fulfilling so far as the increment of money and the true cost of living are low enough to guarantee full employment. -
Values in Welfare Economics Antoinette Baujard
Values in Welfare economics Antoinette Baujard To cite this version: Antoinette Baujard. Values in Welfare economics. 2021. halshs-03244909 HAL Id: halshs-03244909 https://halshs.archives-ouvertes.fr/halshs-03244909 Preprint submitted on 1 Jun 2021 HAL is a multi-disciplinary open access L’archive ouverte pluridisciplinaire HAL, est archive for the deposit and dissemination of sci- destinée au dépôt et à la diffusion de documents entific research documents, whether they are pub- scientifiques de niveau recherche, publiés ou non, lished or not. The documents may come from émanant des établissements d’enseignement et de teaching and research institutions in France or recherche français ou étrangers, des laboratoires abroad, or from public or private research centers. publics ou privés. WP 2112 – June 2021 Values in Welfare economics Antoinette Baujard Abstract: This chapter focuses on the inner rationale and consequences of four different archetypal positions regarding how ethical and political values are tackled in welfare economics. Welfare economics is standardly associated with the welfarist framework, for which social welfare is based on individual utility only. Beyond this, we distinguish the value-neutrality claim – for which ethical values should be and are out of the scope of welfare economics –, the value confinement ideal – for which ethical values are acceptable if they are minimal and consensual–, the transparency requirement – for which any ethical values may be acceptable in the welfare economics framework if explicit and formalized –, and the entanglement claim – which challenges the very possibility of demarcation between facts and values. Keywords: Welfare economics, facts and values, value judgement, welfarism, transparency, demarcation, normative and positive, neutrality JEL codes: B41, D60, D63 Values in Welfare economics1 By Antoinette Baujard2 Abstract. -
< LRMC, MR = SRMC Iii) SRAC < LRAC, SRMC > LRMC
Econ 100A Fall 2001 Prof. Daniel McFadden Problem Set 8 1. True/False: state your reasons clearly and succinctly. a) A profit-maximizing firm will always minimize costs. True. b) In the long run a firm always operates at the minimum level of average costs for the optimally sized plant to produce a given amount of output. False. 2. Assume downward sloping or flat demand and a U-shaped LRAC curve. In each of the following situations, determine graphically and/or verbally: a) Does the firm have the cost-minimizing amount of capital given its output level? If not, should the firm increase or decrease its amount of capital given its output? b) Does the firm have the profit maximizing level of output given its amount of capital? If not, should the firm increase or decrease its level or output, given its capital? If the situation is impossible, state why. Answers: first, it is to be understood that capital input is here regarded as the fixed costs---fixed in the short run, that is. So the two questions for each case come down to your judgment in the short term and long term. Secondly, refer to Fig.21.6 and 21.10 for a graphical understanding of the explanation. i) SRAC > LRAC, SRMC > LRMC, MR = SRMC MR=SRMC shows that the firm is at an output level that maximizes the profit, given its capital in the short term. However, because SRMC>LRMC and SRAC>LRAC (See Fig. 21.10), the amount of capital is not optimized to minimize costs at the present output level. -
Welfare Goal in Antitrust Journals.Sagepub.Com/Home/Abx
The Antitrust Bulletin 1-39 ª The Author(s) 2018 The Unsound Theory Behind Article reuse guidelines: sagepub.com/journals-permissions the Consumer (and Total) DOI: 10.1177/0003603X18807802 Welfare Goal in Antitrust journals.sagepub.com/home/abx Mark Glick* Abstract This is the first installment of a two-part commentary on the New Brandeis School (the “New Brandeisians”) in Antitrust. In this first part, I examine why the New Brandeisians are correct to reject the consumer welfare standard. Instead of arguing, as the New Brandeisians do, that the consumer welfare standard leads to unacceptable outcomes, I argue that the consumer or total welfare standard was theoretically flawed and unrigorous from the start. My basic argument is that antitrust law addresses the impact of business strategies in markets where there are winners and losers. For example, in the classical exclusionary monopolist case, the monopolist’s conduct is enjoined to increase competition in the affected market or markets. As a result of the intervention, consumers benefit, but the monopolist is worse off. One hundred years of analysis by the welfare economists themselves shows that in such situations “welfare” or “consumer welfare” cannot be used as a reliable guide to assess the results of antitrust policy. Pareto Optimality does not apply in these situations because there are losers. Absent an ability to divine “cardinal utility” from obser- vations of market behavior, other approaches such as consumer surplus, and compensating and equivalent variation cannot be coherently extended from the individual level to markets. The Kaldor-Hicks compensation principle that is in standard use in law and economics was created to address problems of interpersonal comparisons of utility and the existence of winners and losers. -
Economic Theory, Ideal Types, and Rationality
Lansana Keita Economic Theory, Ideal Types, and Rationality Abstract: Contemporary economic theory is generally regarded as a scien tific or at least potentially so. The replacing of the cardinal theory of utility measurement by the ordinal theory was supposed to prepare the groundwork for economics as a genuine science. But in adopting the ordinal approach, theorists saw fit to anchor ordinal theory to axioms of choice founded on principles of rational behavior. Behavior according to these axioms was embodied in the ideal type model of rational economic man. This model served the basis for scientific explanation of the choices made by actual economic agents. I argue though that the postulate of rationality is a normative principle and that this compromises the scientific pre tensions of economic theory. Yet the theorist must rely on this principle to formulate predictive and explanatory theories. This raises questions as to whether it is possible that economic theory satisfy the same kind of scientific criteria set down for research in the natural sciences. I. It is generally assumed that of all the social sciences, econom ics is the most promising candidate for acceptance as a science. Theories in economics conform to the formal requirements de manded of theories in natural science in the sense that they possess basic postulates, axioms and laws whose function is to describe at a fundamental level some segment of the empir ical world particular to the discipline itself. Predictive and explanatory theories are then constructed from these posited axioms and postulates. For example, microeconomic theory which is founded on a set of axioms of choice purports to predict and explain the behavior of the consumer and that of the entre preneur.