IM11 Chapter 17

Total Page:16

File Type:pdf, Size:1020Kb

IM11 Chapter 17 Chapter 17 NOTBEHAVIORAL FOR ECONOMICS SALE he entire book so far has adopted the per- correct decision might have been to buy insur- T spective of neoclassical economics.An ance. In cases involving uncertainty, our previous economic agent—whether a consumer, firm, or analysis assumed that agents maximize expected player in a soccer game for that matter—was payoffs. assumed to make fully rational decisions. To the One of the major areas of active research in best of the agent’s knowledge, these decisions economics recognizes that economic agents may maximized the agent’s payoffs (utility, profit, or not behave as perfectly rational, calculating goal scoring in different instances). This is not to machines who maximize payoffs or expected say that we always assumed agents had perfect payoffs. They may sometimes make mistakes in information about the economic environment. A their calculations. They may have other psycho- homeowner who could foresee that his or her logical biases that may lead them to make deci- house would not suffer fire, flood, or other sions that do not maximize their payoffs (at least damage could have saved money by not purchas- if measured by monetary payoffs). This new ing homeowners’ insurance, but not knowing in area of research is called behavioral economics advance whether an accident would occur, the because, rather than taking fully rational beha- 613 614 PART SEVEN Input Market Neoclassical economics vior for granted, it tries to measure how rational behavior actually is and why it falls Assumes fully rational short of full rationality when it does. This branch of research seeks to integrate the maximizing behavior. insights and methods of psychology into economics. Two of the pioneers in this area of economics, Daniel Kahneman and Amos Tversky, were in fact psychologists Behavioral economics by training, although the economics profession claimed them as their own with the Study of economic 1 behavior that departs awarding of the Nobel prize in economics in 2002. This chapter will provide an from full rationality. introduction to the work of Kahneman, Tversky, and other contributors to this young but exploding area of research. SHOULD WE ABANDON NEOCLASSICAL ECONOMICS? There is obvious appeal in seeking to understand how agents actually make decisions instead of assuming decisions are made in some idealized, perfectly rational way. Should we abandon the neoclassical economics entirely in favor of a behavioral perspective? Have we then wasted the past 16 chapters studying the rational model? We better have good answers to those questions, and the answers better be ‘‘no’’! First, neoclassical models, whether applied to consumers, firms, or soccer players, have provided adequate predictions of behavior, certainly better than no model at all. Of course, these models could always stand to be improved by the addition of realistic psychological elements. In the meantime, as these models are improved and integrated in the standard ones, the standard models will continue to be of value. Second, idealized rational behavior may provide a benchmark toward which actual decisions tend as the decision maker experiments over time with different decisions and learns more about the economic environment. The neoclassical model may fare poorly as a predictor of instinctive decisions made in unfamiliar NOTsurroundings FOR but may perform better asSALE a predictor of long-run behavior by experienced agents. Market forces may put some discipline on mistakes made by firms: those that make too many mistakes or are run by managers suffering from severe biases may go out of business after a while. However, it is a question for empirical research which models, neoclassical or behavioral, perform better and over which sort of time frame. Third, even if actual behavior falls short of the ideal in the long run, still the ideal of fully rational behavior can provide a standard against which we can compare actual behavior. It is hard to speak of a ‘‘bias’’ unless one has a standard of comparison. Fourth, the neoclassical model provides considerable discipline in modeling economic situations. Just as a test question might have a million wrong answers but just one right one, so there may be a million possible biases but just one way to act rationally. Rather than looking for a deep explanation for a particular behavior, the tendency might be to attribute the behavior to a bias that fits that particular circum- stance but cannot be generalized beyond. Of course, as behavioral economics 1Tversky died before receiving the Nobel prize. CHAPTER 17 Behavioral Economics 615 continues to mature, this disadvantage will continue to be reduced as the knowledge gained about the psychology of economic decisions continues to be consolidated into a few general propositions with predictive power across different settings. LIMITS TO HUMAN DECISION MAKING: AN OVERVIEW The general theme that connects the findings in behavioral economics is that the ability of humans to make payoff-maximizing decisions may be limited. These limits fall into three areas: • limited cognitive/calculating ability • limited willpower • limited self-interest.2 The rest of the chapter will be organized around this classification. To provide a preview of what will come, the first limit relates to complex decisions or decisions that require some calculations. Decisions involving uncer- tainty, for example, require the person to be able to work with probabilities and expected values. Decisions about investments may require the person to understand formulas for present discounted values. When a person learns new information, whether and how much a person should alter his or her decisions actually involves some complex math if it is to be done in any sense optimally. A perfect calculating machine could quickly perform the required calculations and make the right decisions. A real person may make mistakes in performing complex calculations or may avoid the calculations entirely and instead rely on an educated guess. We will study whether the resulting decisions tend to be right on average, involving only infrequent and random mistakes, or whether the decisions are consistently biased in certainNOT directions.. Will self-aware FOR people realize their potential SALE for mistakes and take steps to reduce problems arising from them? Will market forces tend to amplify or reduce the consequences of cognitive mistakes? We will then go on to study the second limitation: limits to human willpower. These limits are important for dynamic decisions, that is, decisions involving some sort of timing element where actions taken up front may have longer term implica- tions. For example, at the beginning of the week, a student may make plans for how much he or she will study for a test at the end of the week. When the time comes, the lure of television or video games may be too strong, and he or she may abandon the plans to study. After, the student may even regret having not studied. Such 2This classification of behavioral economics is due to R. Thaler and S. Mullainathan, ‘‘Behavioral Economics,’’ in N. Smelser and P. Baltes, eds., International Encyclopedia of Social Sciences (New York: Elsevier, 2001): 1094– 1100. Other useful surveys include one focusing on the application of behavioral economics to financial markets: N. Barberis and R. Thaler, ‘‘A Survey of Behavioral Finance,’’ in G. Constandinides, M. Harris, and R. Stulz, eds., Handbook of the Economics of Finance (New York: Elsevier, 2003): 1051–1121, one providing a general overview that highlights evidence from field experiments: S. DellaVigna, ‘‘Psychology and Economics: Evidence from the Field,’’ Journal of Economic Literature, forthcoming, April 2008 working paper version available at http://elsa.ber- keley.edu/~sdellavi/wp/pefieldevid08-08-07Longer.pdf, and one looking at biological bases for behavioral eco- nomics: C. Camerer, G. Loewenstein, and D. Prelec, ‘‘Neuroeconomics: How Neuroscience Can Inform Economics,’’ Journal of Economic Literature (March 2005): 9–64. 616 PART SEVEN Input Market self-control problems may arise in many contexts including diet, exercise, smoking, saving, and so forth. We present one model of self-control problems in which people weigh their well-being more when they are living in the moment than when they were planning ahead for it. Finally, we will turn to the third human limitation: limits to human self-interest. Humans may not just care about their own payoffs, income, or consumption; they may care about others as well. Certainly, this is not a completely foreign concept for standard economics to handle. Economists have long been modeling and studying altruistic behavior, for example, the sacrifices that a parent may make for a child or other family member or acts of charity. This simple form of altruism is fairly easy to capture in standard models. Others’ well-being may be just another good that a consumer can purchase along with hamburgers, televisions, etc. There are more complex interpersonal values that may be difficult for standard models to capture, and here is where behavioral economics comes in. People may care not just about the income or consumption levels that they and others end up with. They may get direct utility from broader social goals such as fairness and justice. Whether you want to be kind or nasty to someone else may not be predetermined but might depend on whether they were kind or nasty to you previously. We will try to integrate these interpersonal values into our model of decision making. These values matter most in strategic settings—the purview of game theory. We will see at the end of the chapter then how these broader concerns might lead us to modify the game-theoretic analysis from Chapter 5. LIMITED COGNITIVE POWER An old story tells of a queen who wanted to reward a hero for slaying a dragon. Reflecting her interest in puzzles, the queen offers him the choice of one of two prizes.
Recommended publications
  • Embezzlement and Guilt Aversion Giuseppe Attanasi, Claire Rimbaud, Marie Claire Villeval
    Embezzlement and Guilt Aversion Giuseppe Attanasi, Claire Rimbaud, Marie Claire Villeval To cite this version: Giuseppe Attanasi, Claire Rimbaud, Marie Claire Villeval. Embezzlement and Guilt Aversion. 2018. halshs-01779145 HAL Id: halshs-01779145 https://halshs.archives-ouvertes.fr/halshs-01779145 Preprint submitted on 26 Apr 2018 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 1807 – April 2018 Embezzlement and Guilt Aversion Giuseppe Attanasi, Claire Rimbaud, Marie Claire Villeval Abstract: Donors usually need intermediaries to transfer their donations to recipients. A risk is that donations can be embezzled before they reach the recipients. Using psychological game theory, we design a novel three- player Embezzlement Mini-Game to study whether intermediaries suffer from guilt aversion and whether guilt aversion toward the recipient is stronger than toward the donor. Testing the predictions of the model in a laboratory experiment, we show that the proportion of guilt-averse intermediaries is the same irrespective of the direction of the guilt. However, structural estimates indicate that the effect of guilt on behaviour is higher when the guilt is directed toward the recipient. Keywords: Embezzlement, Dishonesty, Guilt Aversion, Psychological Game Theory, Experiment JEL codes: C91 Embezzlement and Guilt Aversion G.
    [Show full text]
  • Uniqueness and Symmetry in Bargaining Theories of Justice
    Philos Stud DOI 10.1007/s11098-013-0121-y Uniqueness and symmetry in bargaining theories of justice John Thrasher Ó Springer Science+Business Media Dordrecht 2013 Abstract For contractarians, justice is the result of a rational bargain. The goal is to show that the rules of justice are consistent with rationality. The two most important bargaining theories of justice are David Gauthier’s and those that use the Nash’s bargaining solution. I argue that both of these approaches are fatally undermined by their reliance on a symmetry condition. Symmetry is a substantive constraint, not an implication of rationality. I argue that using symmetry to generate uniqueness undermines the goal of bargaining theories of justice. Keywords David Gauthier Á John Nash Á John Harsanyi Á Thomas Schelling Á Bargaining Á Symmetry Throughout the last century and into this one, many philosophers modeled justice as a bargaining problem between rational agents. Even those who did not explicitly use a bargaining problem as their model, most notably Rawls, incorporated many of the concepts and techniques from bargaining theories into their understanding of what a theory of justice should look like. This allowed them to use the powerful tools of game theory to justify their various theories of distributive justice. The debates between partisans of different theories of distributive justice has tended to be over the respective benefits of each particular bargaining solution and whether or not the solution to the bargaining problem matches our pre-theoretical intuitions about justice. There is, however, a more serious problem that has effectively been ignored since economists originally J.
    [Show full text]
  • Lecture Notes
    GRADUATE GAME THEORY LECTURE NOTES BY OMER TAMUZ California Institute of Technology 2018 Acknowledgments These lecture notes are partially adapted from Osborne and Rubinstein [29], Maschler, Solan and Zamir [23], lecture notes by Federico Echenique, and slides by Daron Acemoglu and Asu Ozdaglar. I am indebted to Seo Young (Silvia) Kim and Zhuofang Li for their help in finding and correcting many errors. Any comments or suggestions are welcome. 2 Contents 1 Extensive form games with perfect information 7 1.1 Tic-Tac-Toe ........................................ 7 1.2 The Sweet Fifteen Game ................................ 7 1.3 Chess ............................................ 7 1.4 Definition of extensive form games with perfect information ........... 10 1.5 The ultimatum game .................................. 10 1.6 Equilibria ......................................... 11 1.7 The centipede game ................................... 11 1.8 Subgames and subgame perfect equilibria ...................... 13 1.9 The dollar auction .................................... 14 1.10 Backward induction, Kuhn’s Theorem and a proof of Zermelo’s Theorem ... 15 2 Strategic form games 17 2.1 Definition ......................................... 17 2.2 Nash equilibria ...................................... 17 2.3 Classical examples .................................... 17 2.4 Dominated strategies .................................. 22 2.5 Repeated elimination of dominated strategies ................... 22 2.6 Dominant strategies ..................................
    [Show full text]
  • Public Goods Agreements with Other-Regarding Preferences
    NBER WORKING PAPER SERIES PUBLIC GOODS AGREEMENTS WITH OTHER-REGARDING PREFERENCES Charles D. Kolstad Working Paper 17017 http://www.nber.org/papers/w17017 NATIONAL BUREAU OF ECONOMIC RESEARCH 1050 Massachusetts Avenue Cambridge, MA 02138 May 2011 Department of Economics and Bren School, University of California, Santa Barbara; Resources for the Future; and NBER. Comments from Werner Güth, Kaj Thomsson and Philipp Wichardt and discussions with Gary Charness and Michael Finus have been appreciated. Outstanding research assistance from Trevor O’Grady and Adam Wright is gratefully acknowledged. Funding from the University of California Center for Energy and Environmental Economics (UCE3) is also acknowledged and appreciated. The views expressed herein are those of the author and do not necessarily reflect the views of the National Bureau of Economic Research. NBER working papers are circulated for discussion and comment purposes. They have not been peer- reviewed or been subject to the review by the NBER Board of Directors that accompanies official NBER publications. © 2011 by Charles D. Kolstad. All rights reserved. Short sections of text, not to exceed two paragraphs, may be quoted without explicit permission provided that full credit, including © notice, is given to the source. Public Goods Agreements with Other-Regarding Preferences Charles D. Kolstad NBER Working Paper No. 17017 May 2011, Revised June 2012 JEL No. D03,H4,H41,Q5 ABSTRACT Why cooperation occurs when noncooperation appears to be individually rational has been an issue in economics for at least a half century. In the 1960’s and 1970’s the context was cooperation in the prisoner’s dilemma game; in the 1980’s concern shifted to voluntary provision of public goods; in the 1990’s, the literature on coalition formation for public goods provision emerged, in the context of coalitions to provide transboundary pollution abatement.
    [Show full text]
  • Experimental Evidence of Dictator and Ultimatum Games
    games Article How to Split Gains and Losses? Experimental Evidence of Dictator and Ultimatum Games Thomas Neumann 1, Sabrina Kierspel 1,*, Ivo Windrich 2, Roger Berger 2 and Bodo Vogt 1 1 Chair in Empirical Economics, Otto-von-Guericke-University Magdeburg, Postbox 4120, 39016 Magdeburg, Germany; [email protected] (T.N.); [email protected] (B.V.) 2 Institute of Sociology, University of Leipzig, Beethovenstr. 15, 04107 Leipzig, Germany; [email protected] (I.W.); [email protected] (R.B.) * Correspondence: [email protected]; Tel.: +49-391-6758205 Received: 27 August 2018; Accepted: 3 October 2018; Published: 5 October 2018 Abstract: Previous research has typically focused on distribution problems that emerge in the domain of gains. Only a few studies have distinguished between games played in the domain of gains from games in the domain of losses, even though, for example, prospect theory predicts differences between behavior in both domains. In this study, we experimentally analyze players’ behavior in dictator and ultimatum games when they need to divide a monetary loss and then compare this to behavior when players have to divide a monetary gain. We find that players treat gains and losses differently in that they are less generous in games over losses and react differently to prior experiences. Players in the dictator game become more selfish after they have had the experience of playing an ultimatum game first. Keywords: dictator game; ultimatum game; gains; losses; equal split; experimental economics 1. Introduction Economists and social scientists have collected an increasing body of literature on the importance of other-regarding preferences for decision-making in various contexts [1].
    [Show full text]
  • Endogenous Institutions and Game-Theoretic Analysis
    Chapter 5 Endogenous Institutions and Game-theoretic Analysis Chapters 3 and 4 illustrate that restricting the set of admissible institutionalized beliefs is central to the way in which game theory facilitates the study of endogenous institutions. Durkheim (1950 [1895], p. 45) recognized the centrality of institutionalized beliefs, arguing that institutions are “all the beliefs and modes of behavior instituted by the collectivity.” But neither Durkheim nor his followers placed any analytic restrictions on what beliefs the collectivity could institute. Because beliefs are not directly observable, however, deductively restricting them, as game theory lets us do, is imperative. The only beliefs that can be instituted by the collectivity—that can be common knowledge—are those regarding equilibrium (self-enforcing) behavior. Furthermore, the behavior that these beliefs motivate should reproduce—not refute or erode—these beliefs. Game theory thus enables us to place more of the “responsibility for social order on the individuals who are part of that order” (Crawford and Ostrom 1995, p. 583). Rather than assuming that individuals follow rules, it provides an analytical framework within which it is possible to study the way in which behavior is endogenously generated—how, through their interactions, individuals gain the information, ability, and motivation to follow particular rules of behavior. It allows us to examine, for example, who applies sanctions and rewards that motivate behavior, how those who are to apply them learn or decide which ones to apply, why they do not shirk this duty, and why offenders do not flee to avoid sanctions. The empirical usefulness of the analytical framework of classical game theory is puzzling, however, because this theory rests on seemingly unrealistic assumptions about cognition, information and rationality.
    [Show full text]
  • The Role of Self-Interest in Elite Bargaining
    The role of self-interest in elite bargaining Brad L. LeVecka,b, D. Alex Hughesa,c, James H. Fowlera,c,d, Emilie Hafner-Burtona,c, and David G. Victora,1 aLaboratory on International Law and Regulation, School of International Relations and Pacific Studies, cDepartment of Political Science, and dDivision of Medical Genetics, University of California, San Diego, La Jolla, CA 92093; and bDepartment of Political Science, University of California, Merced, CA 95343 Edited by David G. Rand, Yale University, New Haven, CT, and accepted by the Editorial Board November 11, 2014 (received for review May 28, 2014) One of the best-known and most replicated laboratory results in evident in less experienced populations (16, 17). Some research behavioral economics is that bargainers frequently reject low has examined whether leaders are psychologically or physiolog- offers, even when it harms their material self-interest. This finding ically different from nonelite populations—for example, research could have important implications for international negotiations on anxiety levels in leaders (18) and work on how leaders may be on many problems facing humanity today, because models of selected for skills in coordination, leadership, and followership international bargaining assume exactly the opposite: that policy (19). The few existing studies that have empirically examined makers are rational and self-interested. However, it is unknown actual decision making by elites in highly particular roles—such whether elites who engage in diplomatic bargaining will similarly as professional tennis players, soccer players, and traders—sug- reject low offers because past research has been based almost gest that, through a combination of learning and attrition, elites exclusively on convenience samples of undergraduates, members are more likely to exhibit self-interested, profit-maximizing be- of the general public, or small-scale societies rather than highly havior than their less experienced counterparts (20–23).
    [Show full text]
  • Nash Equilibrium
    Lecture 3: Nash equilibrium Nash equilibrium: The mathematician John Nash introduced the concept of an equi- librium for a game, and equilibrium is often called a Nash equilibrium. They provide a way to identify reasonable outcomes when an easy argument based on domination (like in the prisoner's dilemma, see lecture 2) is not available. We formulate the concept of an equilibrium for a two player game with respective 0 payoff matrices PR and PC . We write PR(s; s ) for the payoff for player R when R plays 0 s and C plays s, this is simply the (s; s ) entry the matrix PR. Definition 1. A pair of strategies (^sR; s^C ) is an Nash equilbrium for a two player game if no player can improve his payoff by changing his strategy from his equilibrium strategy to another strategy provided his opponent keeps his equilibrium strategy. In terms of the payoffs matrices this means that PR(sR; s^C ) ≤ P (^sR; s^C ) for all sR ; and PC (^sR; sC ) ≤ P (^sR; s^C ) for all sc : The idea at work in the definition of Nash equilibrium deserves a name: Definition 2. A strategy s^R is a best-response to a strategy sc if PR(sR; sC ) ≤ P (^sR; sC ) for all sR ; i.e. s^R is such that max PR(sR; sC ) = P (^sR; sC ) sR We can now reformulate the idea of a Nash equilibrium as The pair (^sR; s^C ) is a Nash equilibrium if and only ifs ^R is a best-response tos ^C and s^C is a best-response tos ^R.
    [Show full text]
  • Bounded Rationality in Bargaining Games: Do Proposers Believe That Responders Reject an Equal Split?
    No. 11 UNIVERSITY OF COLOGNE WORKING PAPER SERIES IN ECONOMICS BOUNDED RATIONALITY IN BARGAINING GAMES: DO PROPOSERS BELIEVE THAT RESPONDERS REJECT AN EQUAL SPLIT? BEN GREINER Department of Economics University of Cologne Albertus-Magnus-Platz D-50923 Köln Germany http://www.wiso.uni-koeln.de Bounded Rationality in Bargaining Games: Do Proposers Believe That Responders Reject an Equal Split?∗ Ben Greiner† June 19, 2004 Abstract Puzzled by the experimental results of the ’impunity game’ by Bolton & Zwick (1995) we replicate the game and alter it in a systematic manner. We find that although almost nobody actually rejects an offered equal split in a bargaining game, proposers behave as if there would be a considerably large rejection rate for equal splits. This result is inconsistent with existing models of economic decision making. This includes models of selfish play- ers as well as models of social utility and reciprocity, even when combined with erroneous decision making. Our data suggests that subjects fail to foresee their opponent’s decision even for one step in our simple bargaining games. We consider models of bounded rational decision making such as rules of thumb as explanations for the observed behavioral pattern. Keywords: ultimatum game, dictator game, impunity game, social utility, bounded rationality JEL Classification: C72, C92, D3 ∗I thank Bettina Bartels, Hakan Fink and Ralica Gospodinova for research assistance, the Strategic Interaction Group at MPI Jena for comments and serving as pilot participants, especially Susanne B¨uchner, Sven Fischer, Katinka Pantz and Carsten Schmidt for support in the conduction of the experiment, and Werner G¨uth, Axel Ockenfels, Ro’i Zultan, participants at the European ESA Meeting in Erfurt and at the Brown Bag seminars in Jena and Cologne for discussions and valuable comments.
    [Show full text]
  • Moral Labels Increase Cooperation and Costly Punishment in a Prisoner's
    www.nature.com/scientificreports OPEN Moral labels increase cooperation and costly punishment in a Prisoner’s Dilemma game with punishment option Laura Mieth *, Axel Buchner & Raoul Bell To determine the role of moral norms in cooperation and punishment, we examined the efects of a moral-framing manipulation in a Prisoner’s Dilemma game with a costly punishment option. In each round of the game, participants decided whether to cooperate or to defect. The Prisoner’s Dilemma game was identical for all participants with the exception that the behavioral options were paired with moral labels (“I cooperate” and “I cheat”) in the moral-framing condition and with neutral labels (“A” and “B”) in the neutral-framing condition. After each round of the Prisoner’s Dilemma game, participants had the opportunity to invest some of their money to punish their partners. In two experiments, moral framing increased moral and hypocritical punishment: participants were more likely to punish partners for defection when moral labels were used than when neutral labels were used. When the participants’ cooperation was enforced by their partners’ moral punishment, moral framing did not only increase moral and hypocritical punishment but also cooperation. The results suggest that moral framing activates a cooperative norm that specifcally increases moral and hypocritical punishment. Furthermore, the experience of moral punishment by the partners may increase the importance of social norms for cooperation, which may explain why moral framing efects on cooperation were found only when participants were subject to moral punishment. Within Economics and Economic Psychology, social dilemma games such as the Ultimatum game 1, the Public Goods game2 and the Prisoner’s Dilemma game3 are used to break down the complexities of human social interactions into specifc payof structures.
    [Show full text]
  • Minimally Acceptable Altruism and the Ultimatum Game
    A Service of Leibniz-Informationszentrum econstor Wirtschaft Leibniz Information Centre Make Your Publications Visible. zbw for Economics Rotemberg, Julio J. Working Paper Minimally acceptable altruism and the ultimatum game Working Papers, No. 06-12 Provided in Cooperation with: Federal Reserve Bank of Boston Suggested Citation: Rotemberg, Julio J. (2006) : Minimally acceptable altruism and the ultimatum game, Working Papers, No. 06-12, Federal Reserve Bank of Boston, Boston, MA This Version is available at: http://hdl.handle.net/10419/55606 Standard-Nutzungsbedingungen: Terms of use: Die Dokumente auf EconStor dürfen zu eigenen wissenschaftlichen Documents in EconStor may be saved and copied for your Zwecken und zum Privatgebrauch gespeichert und kopiert werden. personal and scholarly purposes. Sie dürfen die Dokumente nicht für öffentliche oder kommerzielle You are not to copy documents for public or commercial Zwecke vervielfältigen, öffentlich ausstellen, öffentlich zugänglich purposes, to exhibit the documents publicly, to make them machen, vertreiben oder anderweitig nutzen. publicly available on the internet, or to distribute or otherwise use the documents in public. Sofern die Verfasser die Dokumente unter Open-Content-Lizenzen (insbesondere CC-Lizenzen) zur Verfügung gestellt haben sollten, If the documents have been made available under an Open gelten abweichend von diesen Nutzungsbedingungen die in der dort Content Licence (especially Creative Commons Licences), you genannten Lizenz gewährten Nutzungsrechte. may exercise further usage rights as specified in the indicated licence. www.econstor.eu No. 06‐12 Minimally Acceptable Altruism and the Ultimatum Game Julio J. Rotemberg Abstract: I suppose that people react with anger when others show themselves not to be minimally altruistic. With heterogeneous agents, this can account for the experimental results of ultimatum and dictator games.
    [Show full text]
  • Econs 424 % Bargaining Games and an Introduction to Repeated Games
    EconS 424 - Bargaining Games and an Introduction to Repeated Games Félix Muñoz-García Washington State University [email protected] March 25, 2014 Félix Muñoz-García (WSU) EconS 424 - Recitation 6 March25,2014 1/44 Watson, Ch. 19 # 8 In experimental tests of the ultimatum bargaining game, subjects who propose the split rarely o¤er a tiny share of the surplus to the other party. Furthermore, sometimes subjects reject positive o¤ers. These …ndings seem to contradict our standard analysis of the ultimatum bargaining game. Many scholars conclude that the payo¤s speci…ed in the basic model do not represent the actual preferences of the people who participate in the experiments. In reality, people care about more than their own monetary rewards. Félix Muñoz-García (WSU) EconS 424 - Recitation 6 March25,2014 2/44 Watson, Ch. 19 # 8 For example, people also act on feelings of spite and the ideal of fairness. Suppose that, in the ultimatum game, the responder’spayo¤ is y + a(y z), where y is the responder’smonetary reward, z is the proposer’smonetary take, and a is a positive constant. That is, the responder cares about how much money he gets and he cares about relative monetary amounts (the di¤erence between the money he gets and the money the other player gets). Assume that the proposer’spayo¤ is as in the basic model. Represent this game in the extensive form, writing the payo¤s in terms of m, the monetary o¤er of the proposer, and the parameter a. Félix Muñoz-García (WSU) EconS 424 - Recitation 6 March25,2014 3/44 Watson, Ch.
    [Show full text]