Essays in Revealed Preference Theory and Behavioral Economics

Total Page:16

File Type:pdf, Size:1020Kb

Essays in Revealed Preference Theory and Behavioral Economics Essays in Revealed Preference Theory and Behavioral Economics Thesis by Taisuke Imai In Partial Fulfillment of the Requirements for the Degree of Doctor of Philosophy California Institute of Technology Pasadena, California 2016 (Defended December 11, 2015) ii c 2016 Taisuke Imai All Rights Reserved iii To my family. iv Acknowledgements First and foremost, I would like to express my sincere thanks to my advisor, Colin Camerer, for his support, patience, and encouragement. I first met him in the hot summer of 2007 at the University of Tokyo. He gave a talk on then-emerging field of neuroeconomics. The day after his seminar, I had an opportunity to show him around several sightseeing places in Tokyo. During this tour, he enthusiastically talked about the history, challenges, and future directions of behavioral, experi- mental, and neuro-economics. I was astonished by his encyclopedic knowledge and was deeply inspired by his passion for pioneering new fields of researches. That was the moment I decided to come to Caltech to conduct researches in those fields. My research interest drifted during the course, but he always supported me and gave the best guidance at every stage of my doctoral work. I benefited greatly from Federico Echenique and Kota Saito. Keeping up with their speed of discussion was sometimes challenging to me, but at the same time, working with them has always been enjoyable. Conversations with Ming Hsu, Pietro Ortoleva, Antonio Rangel, and Matthew Shum have also been immensely helpful. I would also like to thank my friends who gave me constructive feed- backs and thoughtful questions: Ryo Adachi, Rahul Bhui, Ben Bushong, Kyle Carlson, Matthew Chao, John Clithero, Cary Frydman, Keise Izuma, Andrea Kanady Bui, Yutaka Kayaba, Jackie Kimble, Ian Krajbich, Gidi Nave, Euncheol Shin, Alec Smith, Shinsuke Suzuki, Federico Tadei, and Romann Weber. Laurel Auchampaugh and Barbara Estrada have provided me with amazing administra- tive support. I would also like to acknowledge the Nakajima Foundation for their financial support throughout my Ph.D. research. Last but not least, I thank my wife Noriko who always believed in me. Without her love and support, I could not have achieved this long academic journey. v Abstract Time, risk, and attention are all integral to economic decision making. The aim of this work is to understand those key components of decision making using a variety of approaches: providing axiomatic characterizations to investigate time discounting, generating measures of visual attention to infer consumers’ inten- tions, and examining data from unique field settings. Chapter2, co-authored with Federico Echenique and Kota Saito, presents the first revealed-preference characterizations of exponentially-discounted util- ity model and its generalizations. My characterizations provide non-parametric revealed-preference tests. I apply the tests to data from a recent experiment, and find that the axiomatization delivers new insights on a dataset that had been an- alyzed by traditional parametric methods. Chapter3, co-authored with Min Jeong Kang and Colin Camerer, investigates whether “pre-choice” measures of visual attention improve in prediction of con- sumers’ purchase intentions. We measure participants’ visual attention using eye- tracking or mousetracking while they make hypothetical as well as real purchase decisions. I find that different patterns of visual attention are associated with hypothetical and real decisions. I then demonstrate that including information on visual attention improves prediction of purchase decisions when attention is measured with mousetracking. Chapter4 investigates individuals’ attitudes towards risk in a high-stakes en- vironment using data from a TV game show, Jeopardy!. I first quantify players’ subjective beliefs about answering questions correctly. Using those beliefs in esti- mation, I find that the representative player is risk averse. I then find that trailing players tend to wager more than “folk” strategies that are known among the com- munity of contestants and fans, and this tendency is related to their confidence. I also find gender differences: male players take more risk than female players, and even more so when they are competing against two other male players. Chapter5, co-authored with Colin Camerer, investigates the dynamics of the favorite-longshot bias (FLB) using data on horse race betting from an online ex- vi change that allows bettors to trade “in-play.” I find that probabilistic forecasts implied by market prices before start of the races are well-calibrated, but the de- gree of FLB increases significantly as the events approach toward the end. vii Contents Acknowledgements iv Abstractv 1 Introduction1 2 Testable Implications of Models of Intertemporal Choice: Exponential Discounting and Its Generalizations3 2.1 Introduction.................................3 2.2 Exponentially Discounted Utility.....................7 2.3 A Characterization of EDU Rational Data................8 2.3.1 No Discounting and One Observation: d = 1 and K = 1...9 2.3.2 No Discounting: d = 1....................... 10 2.3.3 General K and d ........................... 11 2.4 More General Models........................... 12 2.4.1 Quasi-Hyperbolic Discounted Utility.............. 12 2.4.2 More General Models of Time Discounting........... 15 2.5 Empirical Application........................... 17 2.5.1 Description of the Data...................... 17 2.5.2 Results................................ 19 2.6 Proof of Theorem1............................. 29 2.6.1 Necessity.............................. 31 2.6.2 Theorem of the Alternative.................... 31 2.6.3 Sufficiency.............................. 32 2.6.4 Proof of Lemma5......................... 33 2.6.5 Proof of Lemma6......................... 39 2.6.6 Proof of Lemma7......................... 40 2.7 Proof of Theorem2............................. 41 2.7.1 Necessity.............................. 41 viii 2.7.2 Sufficiency.............................. 42 2.7.3 Proof of Lemma 10......................... 43 3 When the Eyes Say Buy: Visual Fixations during Hypothetical Consumer Choice Improve Prediction of Actual Purchases 47 3.1 Introduction................................. 47 3.2 Experimental Design............................ 51 3.2.1 Experiment I: Mousetracking Study............... 51 3.2.2 Experiment II: Eyetracking Study................ 55 3.3 Results.................................... 56 3.4 Discussion.................................. 66 4 Risk Taking in a Natural High-Stakes Setting: Wagering Decisions in Jeopardy! 71 4.1 Introduction................................. 71 4.2 Description of Jeopardy! and Data..................... 74 4.2.1 Rules of the Game......................... 74 4.2.2 Source and Description of the Dataset.............. 75 4.3 Preliminary Analyses............................ 76 4.3.1 Setup and Notations........................ 76 4.3.2 Descriptive Statistics........................ 76 4.4 Metrick(1995) Revisited.......................... 78 4.5 Estimating the Representative Player’s Risk Preferences....... 82 4.5.1 Quantifying Subjective Beliefs.................. 82 4.5.2 Estimation.............................. 85 4.6 Folk Wagering Strategies in Non-Runaway Games........... 87 4.7 Gender Differences............................. 90 4.8 Conclusion.................................. 95 5 Dynamics of Forecast Miscalibration in the U.K. Horse Racing In-Play Betting Data 97 5.1 Introduction................................. 97 5.2 Data...................................... 99 5.2.1 Background on Betting...................... 99 5.2.2 Description of Data......................... 101 5.2.3 Descriptive Statistics........................ 102 5.3 Empirical Tests of the Favorite-Longshot Bias.............. 105 5.3.1 Bunching Horses with Similar Odds............... 105 ix 5.3.2 Linear Regression.......................... 107 5.3.3 Nonparametric Estimation of Calibration Curves....... 107 5.3.4 Parametric Estimation of Calibration Curves.......... 111 5.4 Discussion.................................. 116 5.4.1 Magnitude of Estimated Curvature............... 116 5.4.2 Explanations for the Favorite-Longshot Bias.......... 118 5.5 Conclusion.................................. 122 A Appendix to Chapter 2 124 A.1 Proof of Theorem3............................. 124 A.1.1 MTD................................. 124 A.1.2 TSU.................................. 126 A.1.3 Proof of Lemma 14......................... 127 A.2 Implementing Revealed Preference Tests................ 129 A.3 Ground Truth Analysis: Test Performance and Parameter Recovery. 133 A.4 Additional Results from Empirical Application............. 138 A.4.1 Estimated Daily Discount Factors................ 140 A.4.2 Parameter Recovery........................ 141 A.5 Implementing Minimum Price Perturbation Test............ 144 A.6 Distance Measure Based on Maximal Subset: A Robustness Check. 146 A.7 Jittering: Perturbing Choices....................... 147 B Appendix to Chapter 3 151 B.1 Gaze Data Processing............................ 151 B.2 Additional Results............................. 152 B.2.1 Monotonicity of Preferences................... 152 B.2.2 Estimating the Size of Hypothetical Bias............ 153 B.3 Supplementary Figures and Tables.................... 153 B.4 Instructions................................. 165 B.4.1 Experiment I: Mousetracking................... 165 B.4.2 Experiment II: Eyetracking.................... 173 C Appendix to Chapter 4 180 C.1 Behavioral Responses
Recommended publications
  • Neuroeconomics, Rationality and Preference Formation: Methodological Implications for Economic Theory
    Neuroeconomics, Rationality and Preference Formation: Methodological Implications for Economic Theory Nuno Martins* Portuguese Catholic University Faculty of Economics and Management Rua Diogo Botelho, 1327 4169-005 Porto, Portugal E-mail: [email protected] Telephone number: +351917729069 03 June 2007 Preliminary draft – please do not quote Abstract: Recent advances in cognitive neuroscience research suggest that different preference orderings and choices may emerge depending on which brain circuits are activated. This contradicts the microeconomic postulate that one complete preference ordering provides sufficient information to predict choice and behaviour. Amartya Sen argued before how the emergence of a complete preference ordering may be prevented by the existence of conflicting motivations, but does not provide an explanation of how the latter are formed and how they impact on choice. I will examine and develop Sen’s critique of mainstream microeconomic theory resorting to recent developments in the study of neurobiological structures. Keywords: Sen, neuroeconomics, rationality, preference ordering, closed system JEL classifications: B41, D00 *Assistant Professor at the Faculty of Economics and Management of the Portuguese Catholic University, Porto, and researcher at CEGE. CEGE – Centro de Estudos em Gestão e Economia – is supported by the Fundação para a Ciência e a Tecnologia, Portugal, through the Programa Operacional Ciência e Inovação (POCI) of the Quadro Comunitário de Apoio III, which is financed by FEDER and Portuguese funds. For extremely valuable comments I am most thankful to Sabina Alkire, Tony Lawson, and the participants of the Workshop on Multidimensional Comparisons, organised by the Oxford Poverty and Human Development Initiative, Department of International Development, University of Oxford.
    [Show full text]
  • Approximate Nash Equilibria in Large Nonconvex Aggregative Games
    Approximate Nash equilibria in large nonconvex aggregative games Kang Liu,∗ Nadia Oudjane,† Cheng Wan‡ November 26, 2020 Abstract 1 This paper shows the existence of O( nγ )-Nash equilibria in n-player noncooperative aggregative games where the players' cost functions depend only on their own action and the average of all the players' actions, and is lower semicontinuous in the former while γ-H¨oldercontinuous in the latter. Neither the action sets nor the cost functions need to be convex. For an important class of aggregative games which includes con- gestion games with γ being 1, a proximal best-reply algorithm is used to construct an 1 3 O( n )-Nash equilibria with at most O(n ) iterations. These results are applied in a nu- merical example of demand-side management of the electricity system. The asymptotic performance of the algorithm is illustrated when n tends to infinity. Keywords. Shapley-Folkman lemma, aggregative games, nonconvex game, large finite game, -Nash equilibrium, proximal best-reply algorithm, congestion game MSC Class Primary: 91A06; secondary: 90C26 1 Introduction In this paper, players minimize their costs so that the definition of equilibria and equilibrium conditions are in the opposite sense of the usual usage where players maximize their payoffs. Players have actions in Euclidean spaces. If it is not precised, then \Nash equilibrium" means a pure-strategy Nash equilibrium. This paper studies the approximation of pure-strategy Nash equilibria (PNE for short) in a specific class of finite-player noncooperative games, referred to as large nonconvex aggregative games. Recall that the cost functions of players in an aggregative game depend on their own action (i.e.
    [Show full text]
  • A Stated Preference Case Study on Traffic Noise in Lisbon
    The Valuation of Environmental Externalities: A stated preference case study on traffic noise in Lisbon by Elisabete M. M. Arsenio Submitted in accordance with the requirements for the degree of Doctor of Philosophy University of Leeds Institute for Transport Studies August 2002 The candidate confirms that the work submitted is his own and that appropriate credit has been given where reference has been made to the work of others. Acknowledgments To pursue a PhD under a part-time scheme is only possible through a strong will and effective support. I thank my supervisors at the ITS, Dr. Abigail Bristow and Dr. Mark Wardman for all the support and useful comments throughout this challenging topic. I would also like to thank the ITS Directors during my research study Prof. Chris Nash and Prof A. D. May for having supported my attendance in useful Courses and Conferences. I would like to thank Mr. Stephen Clark for the invaluable help on the computer survey, as well as to Dr. John Preston for the earlier research motivation. I would like to thank Dr. Hazel Briggs, Ms Anna Kruk, Ms Julie Whitham, Mr. F. Saremi, Mr. T. Horrobin and Dr. R. Batley for the facilities’ support. Thanks also due to Prof. P. Mackie, Prof. P. Bonsall, Mr. F. Montgomery, Ms. Frances Hodgson and Dr. J. Toner. Thanks for all joy and friendship to Bill Lythgoe, Eric Moreno, Jiao Wang, Shojiro and Mauricio. Special thanks are also due to Dr. Paul Firmin for the friendship and precious comments towards the presentation of this thesis. Without Dr.
    [Show full text]
  • Lecture Notes General Equilibrium Theory: Ss205
    LECTURE NOTES GENERAL EQUILIBRIUM THEORY: SS205 FEDERICO ECHENIQUE CALTECH 1 2 Contents 0. Disclaimer 4 1. Preliminary definitions 5 1.1. Binary relations 5 1.2. Preferences in Euclidean space 5 2. Consumer Theory 6 2.1. Digression: upper hemi continuity 7 2.2. Properties of demand 7 3. Economies 8 3.1. Exchange economies 8 3.2. Economies with production 11 4. Welfare Theorems 13 4.1. First Welfare Theorem 13 4.2. Second Welfare Theorem 14 5. Scitovsky Contours and cost-benefit analysis 20 6. Excess demand functions 22 6.1. Notation 22 6.2. Aggregate excess demand in an exchange economy 22 6.3. Aggregate excess demand 25 7. Existence of competitive equilibria 26 7.1. The Negishi approach 28 8. Uniqueness 32 9. Representative Consumer 34 9.1. Samuelsonian Aggregation 37 9.2. Eisenberg's Theorem 39 10. Determinacy 39 GENERAL EQUILIBRIUM THEORY 3 10.1. Digression: Implicit Function Theorem 40 10.2. Regular and Critical Economies 41 10.3. Digression: Measure Zero Sets and Transversality 44 10.4. Genericity of regular economies 45 11. Observable Consequences of Competitive Equilibrium 46 11.1. Digression on Afriat's Theorem 46 11.2. Sonnenschein-Mantel-Debreu Theorem: Anything goes 47 11.3. Brown and Matzkin: Testable Restrictions On Competitve Equilibrium 48 12. The Core 49 12.1. Pareto Optimality, The Core and Walrasian Equiilbria 51 12.2. Debreu-Scarf Core Convergence Theorem 51 13. Partial equilibrium 58 13.1. Aggregate demand and welfare 60 13.2. Production 61 13.3. Public goods 62 13.4. Lindahl equilibrium 63 14.
    [Show full text]
  • Game Theory: Preferences and Expected Utility
    Game Theory: Preferences and Expected Utility Branislav L. Slantchev Department of Political Science, University of California – San Diego April 19, 2005 Contents. 1 Preferences 2 2 Utility Representation 4 3 Choice Under Uncertainty 5 3.1Lotteries............................................. 5 3.2PreferencesOverLotteries.................................. 7 3.3vNMExpectedUtilityFunctions............................... 9 3.4TheExpectedUtilityTheorem................................ 11 4 Risk Aversion 16 1 Preferences We want to examine the behavior of an individual, called a player, who must choose from among a set of outcomes. Begin by formalizing the set of outcomes from which this choice is to be made. Let X be the (finite) set of outcomes with common elements x,y,z. The elements of this set are mutually exclusive (choice of one implies rejection of the others). For example, X can represent the set of candidates in an election and the player needs to chose for whom to vote. Or it can represent a set of diplomatic and military actions—bombing, land invasion, sanctions—among which a player must choose one for implementation. The standard way to model the player is with his preference relation, sometimes called a binary relation. The relation on X represents the relative merits of any two outcomes for the player with respect to some criterion. For example, in mathematics the familiar weak inequality relation, ’≥’, defined on the set of integers, is interpreted as “integer x is at least as big as integer y” whenever we write x ≥ y. Similarly, a relation “is more liberal than,” denoted by ’P’, can be defined on the set of candidates, and interpreted as “candidate x is more liberal than candidate y” whenever we write xPy.
    [Show full text]
  • Nine Lives of Neoliberalism
    A Service of Leibniz-Informationszentrum econstor Wirtschaft Leibniz Information Centre Make Your Publications Visible. zbw for Economics Plehwe, Dieter (Ed.); Slobodian, Quinn (Ed.); Mirowski, Philip (Ed.) Book — Published Version Nine Lives of Neoliberalism Provided in Cooperation with: WZB Berlin Social Science Center Suggested Citation: Plehwe, Dieter (Ed.); Slobodian, Quinn (Ed.); Mirowski, Philip (Ed.) (2020) : Nine Lives of Neoliberalism, ISBN 978-1-78873-255-0, Verso, London, New York, NY, https://www.versobooks.com/books/3075-nine-lives-of-neoliberalism This Version is available at: http://hdl.handle.net/10419/215796 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
    [Show full text]
  • Time Preference and Economic Progress
    Alexandru Pătruți, 45 ISSN 2071-789X Mihai Vladimir Topan RECENT ISSUES IN ECONOMIC DEVELOPMENT Alexandru Pătruți, Mihai Vladimir Topan, Time Preference, Growth and Civilization: Economic Insights into the Workings of Society, Economics & Sociology, Vol. 5, No 2a, 2012, pp. 45-56. Alexandru Pătruti, PhD TIME PREFERENCE, GROWTH AND Candidate Bucharest University of Economic CIVILIZATION: ECONOMIC Science Department of International INSIGHTS INTO THE WORKINGS Business and Economics Faculty of International Business OF SOCIETY and Economics 6, Piata Romana, 1st district, ABSTRACT. Economic concepts are not mere ivory 010374, Romania tower abstractions disconnected from reality. To a +4.021.319.19.00 certain extent they can help interdisciplinary endeavours E-mail: [email protected] at explaining various non-economic realities (the family, education, charity, civilization, etc.). Following the Mihai Vladimir Topan, insights of Hoppe (2001), we argue that the economic PhD Lecturer concept of social time preference can provide insights – Bucharest University of Economic when interpreted in the proper context – into the degree Science Department of International of civilization of a nation/region/city/group of people. Business and Economics More specifically, growth and prosperity backed by the Faculty of International Business proper institutional context lead, ceteris paribus, to a and Economics diminishing of the social rate of time preference, and 6, Piata Romana, 1st district, therefore to more future-oriented behaviours compatible 010374, Romania with a more ambitious, capital intensive structure of +4.021.319.19.00 production, and with the accumulation of sustainable E-mail: [email protected] cultural patterns; on the other hand, improper institutional arrangements which hamper growth and Received: July, 2012 prosperity lead to an increase in the social rate of time 1st Revision: September, 2012 preference, to more present-oriented behaviours and, Accepted: Desember, 2012 ultimately, to the erosion of culture.
    [Show full text]
  • Revealed Preference with a Subset of Goods
    JOURNAL OF ECONOMIC THEORY 46, 179-185 (1988) Revealed Preference with a Subset of Goods HAL R. VARIAN* Department of Economics, Unioersity of Michigan, Ann Arbor, Michigan 48109 Received November 4. 1985; revised August 14. 1987 Suppose that you observe n choices of k goods and prices when the consumer is actually choosing from a set of k + 1 goods. Then revealed preference theory puts essentially no restrictions on the behavior of the data. This is true even if you also observe the quantity demanded of good k+ 1, or its price. The proofs of these statements are not difficult. Journal cf Economic Literature Classification Number: 022. ii? 1988 Academic Press. Inc. Suppose that we are given n observations on a consumer’s choices of k goods, (p,, x,), where pi and xi are nonnegative k-dimensional vectors. Under what conditions can we find a utility function u: Rk -+ R that rationalizes these observations? That is, when can we find a utility function that achieves its constrained maximum at the observed choices? This is, of course, a classical question of consumer theory. It has been addressed from two distinct viewpoints, the first known as integrabilitv theory and the second known as revealed preference theory. Integrability theory is appropriate when one is given an entire demand function while revealed preference theory is more suited when one is given a finite set of demand observations, the case described above. In the revealed preference case, it is well known that some variant of the Strong Axiom of Revealed Preference (SARP) is a necessary and sufficient condition for the data (pi, xi) to be consistent with utility maximization.
    [Show full text]
  • Revealed Preference in Game Theory
    Revealed Preference in Game Theory Ad´am´ Galambos 1 Department of Managerial Economics and Decision Sciences, Kellogg School of Management, Northwestern University, 2001 Sheridan Road, Evanston, IL, 60208 Abstract I characterize joint choice behavior generated by the pure strategy Nash equilib- rium solution concept by an extension of the Congruence Axiom of Richter(1966) to multiple agents. At the same time, I relax the “complete domain” assumption of Yanovskaya(1980) and Sprumont(2000) to “closed domain.” Without any restric- tions on the domain of the choice correspondence, determining pure strategy Nash rationalizability is computationally very complex. Specifically, it is NP–complete even if there are only two players. In contrast, the analogous problem with a single decision maker can be determined in polynomial time. Key words: Nash equilibrium; Revealed preference; Complexity Email address: [email protected] (Ad´am´ Galambos). 1 I am grateful to Professor Marcel K. Richter for many inspiring and stimulating discussions on these topics, as well as many suggestions. I wish to thank Profes- sors Beth Allen, Andrew McLennan and Jan Werner, and participants of the Mi- cro/Finance and Micro/Game theory workshops at the University of Minnesota for their comments. This paper is based on my doctoral dissertation at the University of Minnesota. I gratefully acknowledge the financial support of the NSF through grant SES-0099206 (principal investigator: Professor Jan Werner). 27 September 2005 1 Introduction What are the testable implications of the Nash equilibrium solution? If we observed a group of agents play different games, could we tell, without knowing their preferences, whether they are playing according to Nash equilibrium? Such questions could be of interest to a regulatory agency, wanting to know if some firms they observe in the market are behaving in a competitive or in a collusive way.
    [Show full text]
  • 14.12 Game Theory Lecture Notes Theory of Choice
    14.12 Game Theory Lecture Notes Theory of Choice Muhamet Yildiz (Lecture 2) 1 The basic theory of choice We consider a set X of alternatives. Alternatives are mutually exclusive in the sense that one cannot choose two distinct alternatives at the same time. We also take the set of feasible alternatives exhaustive so that a player’s choices will always be defined. Note that this is a matter of modeling. For instance, if we have options Coffee and Tea, we define alternatives as C = Coffee but no Tea, T = Tea but no Coffee, CT = Coffee and Tea, and NT = no Coffee and no Tea. Take a relation on X. Note that a relation on X is a subset of X X.Arelation º × is said to be complete if and only if, given any x, y X,eitherx y or y x.A º ∈ º º relation is said to be transitive if and only if, given any x, y, z X, º ∈ [x y and y z] x z. º º ⇒ º Arelationisapreference relation if and only if it is complete and transitive. Given any preference relation ,wecandefine strict preference by º Â x y [x y and y x], Â ⇐⇒ º 6º and the indifference ∼ by x ∼ y [x y and y x]. ⇐⇒ º º Apreferencerelationcanberepresented by a utility function u : X R in the → following sense: x y u(x) u(y) x, y X. º ⇐⇒ ≥ ∀ ∈ 1 The following theorem states further that a relation needs to be a preference relation in order to be represented by a utility function.
    [Show full text]
  • Department of Economics Working Paper
    Department of Economics Working Paper Economics, Neuroeconomics, and the Problem of Identity By John B. Davis Working Paper 2016-03 College of Business Administration Economics, Neuroeconomics, and the Problem of Identity1 John B. Davis Department of Economics Marquette University Abstract. This paper reviews the debate in economics over neuroeconomics’ contribution to economics. It distinguishes majority and minority views, argues that this debate has been framed by mainstream economics’ conception of itself as an isolated science, and argues that this framing has put off the agenda in economics issues such as individual identity that are increasingly important in connection with the social and historical context of economic explanations in a changing complex world. The paper first discusses how the debate over neuroeconomics has been limited to the question of what information from other sciences might be employed in economics. It then goes on to the individual identity issue, and discusses how economics’ top-down, closed character generates a circular individual identity conception, while bottom-up, open character of psychology and neuroscience, and their continual concern with the changing relation between theory and evidence, has produced four competing individual identity conceptions in neuroeconomic research. JEL Classification A12, B41, D03, D87 Keywords: neuroeconomics, mainstream economics, isolated science, identity, revealed preference, circularity, MRI, distributed cognition April 2016 1This paper was presented at the Duke University Center for Interdisciplinary Studies in Science and Cultural Theory 12 April 2013 in substantially different form and subsequently circulated as “Neuroeconomics and Identity” (http://ssrn.com/abstract=2366928). I thank Roy Weintraub, Kevin Hoover, and members of the audience for their comments and kind attention.
    [Show full text]
  • Neuroeconomics: How Neuroscience Can Inform Economics
    mr05_Article 1 3/28/05 3:25 PM Page 9 Journal of Economic Literature Vol. XLIII (March 2005), pp. 9–64 Neuroeconomics: How Neuroscience Can Inform Economics ∗ COLIN CAMERER, GEORGE LOEWENSTEIN, and DRAZEN PRELEC Who knows what I want to do? Who knows what anyone wants to do? How can you be sure about something like that? Isn’t it all a question of brain chemistry, signals going back and forth, electrical energy in the cortex? How do you know whether something is really what you want to do or just some kind of nerve impulse in the brain. Some minor little activity takes place somewhere in this unimportant place in one of the brain hemispheres and suddenly I want to go to Montana or I don’t want to go to Montana. (White Noise, Don DeLillo) 1. Introduction such as finance, game theory, labor econom- ics, public finance, law, and macroeconomics In the last two decades, following almost a (see Colin Camerer and George Loewenstein century of separation, economics has begun 2004). Behavioral economics has mostly been to import insights from psychology. informed by a branch of psychology called “Behavioral economics” is now a prominent “behavioral decision research,” but other fixture on the intellectual landscape and has cognitive sciences are ripe for harvest. Some spawned applications to topics in economics, important insights will surely come from neu- roscience, either directly or because neuro- ∗ Camerer: California Institute of Technology. science will reshape what is believed about Loewenstein: Carnegie Mellon University. Prelec: psychology which in turn informs economics. Massachusetts Institute of Technology.
    [Show full text]