JERRY S. KELLY Distinguished Professor of Economics

Size: px
Start display at page:

Download "JERRY S. KELLY Distinguished Professor of Economics"

Transcription

1 JERRY S. KELLY Distinguished Professor of Economics Department of Economics 110 Eggers Hall Syracuse University Syracuse, New York (315) Fields Microeconomic Theory Social Choice Optimization Theory Econometric Theory Education Harvard University: PhD (Economics) ; MA (Economics) Dissertation: Studies on the Concept of Optimal Economic Growth. Committee: K. J. Arrow; H. S. Houthakker; D. A. Starrett. University of Massachusetts: BA (Mathematics and Philosophy) Awards 1995 Resident Scholar, The Rockefeller Foundation's Bellagio Study Center 1993 Distinguished University Professorship 1991 William Wasserstrom Award for Graduate Teaching (University-wide) 1990 Excellence in the Teaching of Graduate Economics Award 1989 Chancellor's Citation for Exceptional Academic Achievement 1989 Honorary member, Golden Key National Honor Society (elected as faculty member by Syracuse University undergraduates) Professional Activities Advisory Editor: Social Choice and Welfare Member of the Council of the Society for Social Choice and Welfare Maintainence of a Web-based social choice bibliography: Professional Memberships Society for Social Choice and Welfare, American Mathematical Society and Mathematical Association of America.

2 KELLY 2 Professional Employment (Spring, date) Syracuse University: Distinguished University Professor (Fall, Spring, 1993) Syracuse University: Professor. (Fall, 1979) Southern Methodist University: Professor. (Spring, 1977) Cornell University: Visiting Associate Professor. (Fall, Spring, 1976) University of Minnesota: Visiting Professor. (Spring, Fall, 1974) Cornell University: Visiting Associate Professor, (Fall, Fall, 1977) Syracuse University: Associate Professor. (Fall, Fall, 1972) Syracuse University: Assistant Professor. (Fall, Fall, 1969) Syracuse University: Instructor. (Spring, 1967) Boston College: Instructor. (Spring, 1967) Tufts University: Instructor, (Summer, 1966) Harvard University: Research Assistant (T. C. Schelling). (Summer, 1965) Arthur D. Little: Research Assistant (G. Gols). (Summer, Spring, 1965) Entelek, Inc. Publications [1] Lancaster vs. Samuelson on the Shape of the Neoclassical Transformation Surface, Journal of Economic Theory, Vol. 1, No. 3 (October, 1969) [2] The Continuous Representation of a Social Preference Ordering, Econometrica, Vol. 39, No. 3 (May, 1971) [3] The Identification of Ratios of Parameters in Unidentified Equations, Econometrica, Vol. 39, No. 6 (November, 1971) [4] Finite Ranges and the Identification Problem, International Economic Review, Vol. 13, No. 1 (February, 1972) [5] Proportionate Variances and the Identification Problem, Econometrica, Vol. 40, No. 6 (November, 1972) [6] Voting Anomalies, the Number of Voters and the Number of Alternatives, Econometrica, Vol. 42, No. 2 (March, 1974) [7] Necessity Conditions in Voting Theory, Journal of Economic Theory, Vol. 8, No. 2 (June, 1974)

3 KELLY 3 [8] Linear Cross-Equation Constraints and the Identification Problem, Econometrica, Vol. 43, No. 1 (January, 1975) [9] The Impossibility of a Just Liberal, Economica, Vol. 43, No. 169 (February, 1976) [10] Rights Exercising and a Pareto-Consistent Libertarian Claim, Journal of Economic Theory, Vol. 13, No. 1 (August, 1976) [11] with Douglas Blair, Georges Bordes and Kotaro Suzumura, Impossibility Theorems Without Collective Rationality, Journal of Economic Theory, Vol. 13, No. 3 (December, 1976) Reprinted in Landmark Papers in General Equilibrium Theory, Social Choice and Welfare (The Foundations of 20th Century Economics) Edited by Kenneth J. Arrow and Gerard Debreu (Edward Elgar Pub., 2002) [12] Algebraic Results on Collective Choice Rules, Journal of Mathematical Economics, Vol. 3, No. 3 (December, 1976) [13] Discussion (of Kenneth J. Arrow's 'Extended Sympathy in Social Choice'), American Economic Review, Vol. 67, No. 1 (February, 1977) [14] Strategy-proofness and Social Choice Functions Without Single-Valuedness, Econometrica, Vol. 45, No. 2 (March, 1977) [15] Arrow Impossibility Theorems (New York, Academic Press: 1978). [16] The Number of Preference Preorderings, Economics Letters, Vol. 8 (1981) [17] Externalities and the Possibility of Pareto-Satisfactory Decentralization, Mathematical Social Sciences, Vol. 5, No. 3 (September, 1983) [18] Simple Majority Voting Isn't Special, Mathematical Social Sciences, Vol. 7, No. 1 (February, 1984) [19] The Sertel and Van der Bellen Problems, Mathematical Social Sciences, Vol. 8, No. 3 (December, 1984) [20] Conjectures and Unsolved Problems: 1. Condorcet Proportions, Social Choice and Welfare, Vol. 3, No. 4 (December, 1986) [21] Conjectures and Unsolved Problems: 2. Strategy-proofness and Domain Restrictions, Social Choice and Welfare, Vol. 4, No. 1 (March, 1987)

4 [22] An Interview with Kenneth J. Arrow, Social Choice and Welfare, Vol. 4, No. 1 (March, 1987) KELLY 4 [23] with Susan H. Gensemer, An Efficient Algorithm for Voting Sequences, Mathematical Social Sciences, Vol. 14, No. 1 (August, 1987), [24] Conjectures and Unsolved Problems: 3. Voting Sets, Social Choice and Welfare, Vol. 4, No. 3 (September, 1987) [25] Review of Schofield's Social Choice and Democracy, Journal of Economic Literature, Vol. 25, No. 3 (September, 1987) [26] Social Choice Theory: An Introduction (Springer-Verlag, 1987). [27] Social Choice and Computational Complexity, Journal of Mathematical Economics, Vol. 17, No. 1 (1988) 1 8. [28] Conjectures and Unsolved Problems: 4. Minimal Manipulability and Local Strategy-proofness, Social Choice and Welfare, Vol. 5, No. 1 (March, 1988) [29] Conjectures and Unsolved Problems: 5. Computational Complexity, Social Choice and Welfare, Vol. 5, No. 4 (November, 1988) [30] Rights and Social Choice: Comment, Economics and Philosophy, Vol. 4 (Fall, 1988) [31] Conjectures and Unsolved Problems: 6. The Ostrogorski Paradox, Social Choice and Welfare, Vol. 6, No. 1 (January, 1989) [32] Liberals, Information and Webster's Principles: Comment, Theory and Decision, Vol. 26, No. 2 (March, 1989) [33] A New Informational Base for Social Choice, Mathematical Social Sciences, Vol. 17, No. 2 (April, 1989) [34] Conjectures and Unsolved Problems: 7. Dictionaries, Social Choice and Welfare, Vol. 6, No. 3 (July, 1989) [35] Conjectures and Unsolved Problems: 8. Interjacency, Social Choice and Welfare, Vol. 6, No. 4 (October, 1989) [36] with Kislaya Prasad, NP-Completeness of Some Problems Concerning Voting Games, International Journal of Game Theory, Vol. 19, Issue 1 (1990) 1 9.

5 KELLY 5 [37] Impossibility Results with Resoluteness, Economics Letters, Vol. 34, No. 1 (September, 1990) [38] Conjectures and Unsolved Problems: 9. Symmetry Groups, Social Choice and Welfare, Vol. 8, No. 1 (February, 1991) [39] Social Choice Bibliography, Social Choice and Welfare, Vol. 8, No. 2, (April, 1991) [40] Conjectures and Unsolved Problems: 10. Craven's Conjecture, Social Choice and Welfare, Vol. 8, No. 3 (July, 1991) [41] Abelian Symmetry Groups in Social Choice, Mathematical Social Sciences, Vol. 25, No. 1 (December, 1992) [42] Almost All Social Choice Procedures Are Highly Manipulable, But a Few Aren't, Social Choice and Welfare Vol. 10, No. 2 (April, 1993) [43] with Donald E. Campbell, t or 1 t. That is the Trade-Off, Econometrica Vol. 61, No. 6 (November, 1993) [44] The Free Triple Assumption, Social Choice and Welfare Vol. 11, No. 2 (April, 1994) [45] with Donald E. Campbell, Trade-Off Theory, American Economic Review, Papers and Proceedings, Vol. 84, No. 2 (May, 1994) [46] The Bordes-LeBreton Exceptional Case, Social Choice and Welfare Vol. 11, No. 3 (July, 1994) [47] with Donald E. Campbell, Non-dictatorially Independent Pairs, Social Choice and Welfare Vol. 12, No. 1 (February, 1995) [48] with Donald E. Campbell, Lebesgue Measure and Social Choice Trade-offs, Economic Theory, Vol. 5, No. 3 (May, 1995) [49] with Donald E. Campbell, Asymptotic Density and Social Choice Trade-Offs, Mathematical Social Sciences, Vol. 29, No. 3 (June, 1995) [50] with Donald E. Campbell, Social Choice Trade-off for an Arbitrary Measure: With Application to Uncertain or Fuzzy Agenda, Economics Letters, Vol. 50, No. 1 (January, 1996)

6 KELLY 6 [51] with Donald E. Campbell, Continuous-valued Social Choice, Journal of Mathematical Economics, Vol. 25, No. 2 (1996) [52] with Susan Gensemer and Lu Hong, Division Rules and Migration Equilibria, Journal of Economic Theory, Vol. 69, No. 1 (April, 1996) [53] with Donald E. Campbell, Trade-offs in the Spatial Model of Resource Allocation, Journal of Public Economics, Vol. 60, No. 1 (April, 1996) [54] with Donald E. Campbell, Independent Social Choice Correspondences, Theory and Decision, Vol. 41, No. 1 (July, 1996) [55] with Donald E. Campbell, Arrovian Social Choice Correspondences, International Economic Review, Vol. 37, No. 4 (November, 1996) [56] with Peter C. Fishburn, Super-Arrovian Domains with Strict Preferences, SIAM Journal of Discrete Mathematics, Vol. 10, No. 1 (February, 1997) [57] with Donald E. Campbell, Relaxing Pareto Optimality in Economic Environments, Economic Theory, Vol. 10, No. 1 (June, 1997) [58] with Donald E. Campbell, Sen's Theorem and Externalities, Economica, Vol. 64, No. 255 (August, 1997) [59] with Donald E. Campbell, Preference Aggregation, Mathematica Japonica, Vol. 45, No. 3 (1997) [60] with Donald E. Campbell, The Possibility-Impossibility Boundary in Social Choice, in Social Choice Re-examined (Proceedings of the 1994 International Economic Association Conference at Schloss Hernstein, Austria.) K. J. Arrow, A. K. Sen and K. Suzumura (eds.) (London: Macmillan, 1997) pp [61] with Susan Gensemer and Lu Hong, Migration Disequilibrium and Specific Division Rules, Social Choice and Welfare, Vol. 15, No. 2 (February, 1998) [62] with Donald E. Campbell, Quasitransitive Social Preference: Why Some Very Large Coalitions Have Very Little Power, Economic Theory, Vol. 12, No. 1 (July, 1998) [63] with Donald E. Campbell, Incompatibility of Strategy-Proofness and the Condorcet Condition, Social Choice and Welfare, Vol. 15, No 4 (August, 1998) [64] with Donald E. Campbell, A Democracy Principle and Strategy-Proofness, Journal of

7 KELLY 7 Public Economic Theory, Vol. 1, No. 4 (October, 1999) [65] with Donald E. Campbell, Information and Preference Aggregation, Social Choice and Welfare, Vol. 17, No. 1 (January, 2000) Correction: Social Choice and Welfare Vol. 24, No. 3 (June 2005): [66] with Donald E. Campbell, Weak Independence and Veto Power, Economics Letters, Vol. 66, No. 2 (February, 2000) [67] with Donald E. Campbell, A Simple Characterization of Majority Rule, Economic Theory, Vol 15, No. 3 (May, 2000) [68] with Donald E. Campbell, A Trade-Off Result for Preference Revelation, Journal of Mathematical Economics, Vol. 34, No. 1 (August, 2000) [69] with Donald E. Campbell, Impossibility Theorems in the Arrovian Framework, Handbook of Social Choice and Welfare (North-Holland, 2002), [70] with Donald E. Campbell, Are Serial Condorcet Rules Strategy-proof? Review of Economic Design Vol. 7, No. 4 (February, 2003) [71] with Donald E. Campbell, A Leximin Characterization of Strategy-proof and Non-resolute Social Choice Procedures, Economic Theory, Vol. 20, No. 4 (2002) [72] with Donald E. Campbell, Non-monotonicity Does Not Imply the No Show Paradox, Social Choice and Welfare, Vol. 19, No. 3 (July, 2002) [73] with Donald E. Campbell, A Strategy-proofness Characterization of Majority Rule, Economic Theory, Vol. 22, No. 3 (March, 2003) [74] with Donald E. Campbell, Preference Revelation with a Limited Number of Indifference Classes, Spanish Economic Review, Vol. 4, Issue 2 (June, 2002) [75] with Donald E. Campbell, On the Arrow and Wilson Impossibility Theorems, Social Choice and Welfare, Vol. 20, No. 2 (April, 2003) [76] with Donald E. Campbell, Extraneous Variables and Strategy-proofness, The Japanese Economic Review, Vol. 54, No. 4 (Dec., 2003), [77] with Donald E. Campbell, Social Choice Rules with Vetoers, Economics Letters, Vol. 82, No. 2 (February, 2004) [78] with Donald E. Campbell, Social Welfare Functions Generating Social Choice Rules that

8 are Invulnerable to Manipulation, Mathematical Social Sciences, Vol. 51, No. 1 (January, 2006) KELLY 8 [80] with Donald E. Campbell, Social Welfare Functions that Satisfy Pareto, Anonymity, and Neutrality, but not IIA, Social Choice and Welfare, Vol. 29 (2007) [81] with Donald E. Campbell, Pareto, Anonymity, and Independence: Four Alternatives, Social Choice and Welfare, Vol. 29 (2007) [82] with Donald E. Campbell, Social Welfare Functions that Satisfy Pareto, Anonymity, and Neutrality, but not IIA: Countably Many Alternatives, forthcoming in The Mathematics of Preference, Choice, and Order: Essays in Honor of Peter C. Fishburn. Edited by SJ Brams, WV Gehrlein and FS Roberts. Berlin: Springer. (2008) [83] with Donald E. Campbell, Uniformly Bounded Information and Social Choice, forthcoming in the Journal of Mathematical Economics. [84] with Donald E. Campbell, Gains from Manipulating Social Choice Rules, forthcoming in Economic Theory. [85] with Donald E. Campbell, Losses from the Manipulation of Social Choice Rules, revised, resubmitted to Economic Theory. [86] with Donald E. Campbell, Strategy-proofness and Weighted Majority Voting, under revision for Mathematical Social Sciences. Work in Progress [1] with Donald E. Campbell, Universally Beneficial Manipulation [2] with Donald E. Campbell, Organ Transplants, Hiring Committees, and Early Rounds of the Kappell Piano Competition, [3] with Donald E. Campbell, Information Structures for Social Welfare Functions. [4] with Donald E. Campbell, The Relationship between Strategy-proofness and Coalition Strategy-proofness. [5] with Donald E. Campbell, Gibbard-Satterthwaite on a Restricted Domain.

Voting Paradoxes and Group Coherence

Voting Paradoxes and Group Coherence William V. Gehrlein Dominique Lepelley Voting Paradoxes and Group Coherence The Condorcet Efficiency of Voting Rules 4y Springer Contents 1 Voting Paradoxes and Their Probabilities 1 1.1 Introduction 1

More information

Topics on the Border of Economics and Computation December 18, Lecture 8

Topics on the Border of Economics and Computation December 18, Lecture 8 Topics on the Border of Economics and Computation December 18, 2005 Lecturer: Noam Nisan Lecture 8 Scribe: Ofer Dekel 1 Correlated Equilibrium In the previous lecture, we introduced the concept of correlated

More information

Computational Social Choice: Spring 2007

Computational Social Choice: Spring 2007 Computational Social Choice: Spring 2007 Ulle Endriss Institute for Logic, Language and Computation University of Amsterdam Ulle Endriss 1 Plan for Today This lecture will be an introduction to voting

More information

(10/06) Thomas Marschak. Education:

(10/06) Thomas Marschak. Education: (10/06) Thomas Marschak Education: Ph. B. (honors), College of the University of Chicago, 1947 Graduate study, University of Chicago, 1947-50 A.M. (economics), Stanford University, January 1952 Ph. D.

More information

Curriculum Vitae. Research Interests: Microeconomic theory, individual and social choice theory, welfare economics bargaining theory

Curriculum Vitae. Research Interests: Microeconomic theory, individual and social choice theory, welfare economics bargaining theory Curriculum Vitae Yongsheng Xu Department of Economics Andrew Young School of Policy Studies Georgia State University P.O. Box 3992 Atlanta, GA 30302-3992, U.S.A. Telephone: (404) 413 0158 Fax: (404) 413

More information

Australian AI 2015 Tutorial Program Computational Social Choice

Australian AI 2015 Tutorial Program Computational Social Choice Australian AI 2015 Tutorial Program Computational Social Choice Haris Aziz and Nicholas Mattei www.csiro.au Social Choice Given a collection of agents with preferences over a set of things (houses, cakes,

More information

Lecture 12: Topics in Voting Theory

Lecture 12: Topics in Voting Theory Lecture 12: Topics in Voting Theory Eric Pacuit ILLC, University of Amsterdam staff.science.uva.nl/ epacuit epacuit@science.uva.nl Lecture Date: May 11, 2006 Caput Logic, Language and Information: Social

More information

Democratic Rules in Context

Democratic Rules in Context Democratic Rules in Context Hannu Nurmi Public Choice Research Centre and Department of Political Science University of Turku Institutions in Context 2012 (PCRC, Turku) Democratic Rules in Context 4 June,

More information

AGGREGATION OF PREFERENCES AND THE STRUCTURE OF DECISIVE SETS. Donald J. Brown. October 2016 COWLES FOUNDATION DISCUSSION PAPER NO.

AGGREGATION OF PREFERENCES AND THE STRUCTURE OF DECISIVE SETS. Donald J. Brown. October 2016 COWLES FOUNDATION DISCUSSION PAPER NO. AGGREGATION OF PREFERENCES AND THE STRUCTURE OF DECISIVE SETS By Donald J. Brown October 2016 COWLES FOUNDATION DISCUSSION PAPER NO. 2052 COWLES FOUNDATION FOR RESEARCH IN ECONOMICS YALE UNIVERSITY Box

More information

Social Choice Theory. Denis Bouyssou CNRS LAMSADE

Social Choice Theory. Denis Bouyssou CNRS LAMSADE A brief and An incomplete Introduction Introduction to to Social Choice Theory Denis Bouyssou CNRS LAMSADE What is Social Choice Theory? Aim: study decision problems in which a group has to take a decision

More information

Game Theory. Jiang, Bo ( 江波 )

Game Theory. Jiang, Bo ( 江波 ) Game Theory Jiang, Bo ( 江波 ) Jiang.bo@mail.shufe.edu.cn Mechanism Design in Voting Majority voting Three candidates: x, y, z. Three voters: a, b, c. Voter a: x>y>z; voter b: y>z>x; voter c: z>x>y What

More information

A Framework for the Quantitative Evaluation of Voting Rules

A Framework for the Quantitative Evaluation of Voting Rules A Framework for the Quantitative Evaluation of Voting Rules Michael Munie Computer Science Department Stanford University, CA munie@stanford.edu Yoav Shoham Computer Science Department Stanford University,

More information

Introduction to Theory of Voting. Chapter 2 of Computational Social Choice by William Zwicker

Introduction to Theory of Voting. Chapter 2 of Computational Social Choice by William Zwicker Introduction to Theory of Voting Chapter 2 of Computational Social Choice by William Zwicker If we assume Introduction 1. every two voters play equivalent roles in our voting rule 2. every two alternatives

More information

(5/2018) Thomas Marschak. Education:

(5/2018) Thomas Marschak. Education: (5/2018) Thomas Marschak Education: Ph. B. (honors), College of the University of Chicago, 1947 Graduate study, University of Chicago, 1947-50 A.M. (economics), Stanford University, January 1952 Ph. D.

More information

Social Choice & Mechanism Design

Social Choice & Mechanism Design Decision Making in Robots and Autonomous Agents Social Choice & Mechanism Design Subramanian Ramamoorthy School of Informatics 2 April, 2013 Introduction Social Choice Our setting: a set of outcomes agents

More information

Notes for Session 7 Basic Voting Theory and Arrow s Theorem

Notes for Session 7 Basic Voting Theory and Arrow s Theorem Notes for Session 7 Basic Voting Theory and Arrow s Theorem We follow up the Impossibility (Session 6) of pooling expert probabilities, while preserving unanimities in both unconditional and conditional

More information

Voting System: elections

Voting System: elections Voting System: elections 6 April 25, 2008 Abstract A voting system allows voters to choose between options. And, an election is an important voting system to select a cendidate. In 1951, Arrow s impossibility

More information

HARVARD JOHN M. OLIN CENTER FOR LAW, ECONOMICS, AND BUSINESS

HARVARD JOHN M. OLIN CENTER FOR LAW, ECONOMICS, AND BUSINESS HARVARD JOHN M. OLIN CENTER FOR LAW, ECONOMICS, AND BUSINESS ISSN 1045-6333 ANY NON-WELFARIST METHOD OF POLICY ASSESSMENT VIOLATES THE PARETO PRINCIPLE: REPLY Louis Kaplow Steven Shavell Discussion Paper

More information

Safe Votes, Sincere Votes, and Strategizing

Safe Votes, Sincere Votes, and Strategizing Safe Votes, Sincere Votes, and Strategizing Rohit Parikh Eric Pacuit April 7, 2005 Abstract: We examine the basic notion of strategizing in the statement of the Gibbard-Satterthwaite theorem and note that

More information

Rationality & Social Choice. Dougherty, POLS 8000

Rationality & Social Choice. Dougherty, POLS 8000 Rationality & Social Choice Dougherty, POLS 8000 Social Choice A. Background 1. Social Choice examines how to aggregate individual preferences fairly. a. Voting is an example. b. Think of yourself writing

More information

On Equality, Social Choice Theory, and Normative Economics

On Equality, Social Choice Theory, and Normative Economics Institutions in Context: Inequality University of Tampere, 3-9 June 2013 On Equality, Social Choice Theory, and Normative Economics Maurice Salles Université de Caen CPNSS, LSE Murat Sertel Center, Bilgi

More information

CURRICULUM VITAE STEVEN M. SLUTSKY

CURRICULUM VITAE STEVEN M. SLUTSKY May 2015 CURRICULUM VITAE STEVEN M. SLUTSKY Department of Economics College of Liberal Arts and Sciences University of Florida Gainesville, FL 32611 (352) 392-8106 (office) 392-0151 (messages) 374-2397

More information

Approaches to Voting Systems

Approaches to Voting Systems Approaches to Voting Systems Properties, paradoxes, incompatibilities Hannu Nurmi Department of Philosophy, Contemporary History and Political Science University of Turku Game Theory and Voting Systems,

More information

Introduction to the Theory of Voting

Introduction to the Theory of Voting November 11, 2015 1 Introduction What is Voting? Motivation 2 Axioms I Anonymity, Neutrality and Pareto Property Issues 3 Voting Rules I Condorcet Extensions and Scoring Rules 4 Axioms II Reinforcement

More information

January Education

January Education Education Curriculum Vitae Rajiv Vohra Ford Foundation Professor of Economics Brown University Providence, RI 02912 rajiv vohra@brown.edu http://www.econ.brown.edu/ rvohra/ January 2013 Ph.D. (Economics),

More information

Social choice theory

Social choice theory Social choice theory A brief introduction Denis Bouyssou CNRS LAMSADE Paris, France Introduction Motivation Aims analyze a number of properties of electoral systems present a few elements of the classical

More information

Brown University Economics 2160 Risk, Uncertainty and Information Fall 2008 Professor: Roberto Serrano. General References

Brown University Economics 2160 Risk, Uncertainty and Information Fall 2008 Professor: Roberto Serrano. General References Brown University Economics 2160 Risk, Uncertainty and Information Fall 2008 Professor: Roberto Serrano General References Mas-Colell, Whinston and Green, Microeconomic Theory, Oxford University Press,

More information

Chapter 10. The Manipulability of Voting Systems. For All Practical Purposes: Effective Teaching. Chapter Briefing

Chapter 10. The Manipulability of Voting Systems. For All Practical Purposes: Effective Teaching. Chapter Briefing Chapter 10 The Manipulability of Voting Systems For All Practical Purposes: Effective Teaching As a teaching assistant, you most likely will administer and proctor many exams. Although it is tempting to

More information

Computational Social Choice: Spring 2017

Computational Social Choice: Spring 2017 Computational Social Choice: Spring 2017 Ulle Endriss Institute for Logic, Language and Computation University of Amsterdam Ulle Endriss 1 Plan for Today So far we saw three voting rules: plurality, plurality

More information

Address : Department of Economics, Northwestern University, 2211 Campus Drive, Evanston, IL 60208

Address : Department of Economics, Northwestern University, 2211 Campus Drive, Evanston, IL 60208 CURRICULUM VITAE Asher Wolinsky Contact Information Address : Department of Economics, Northwestern University, 2211 Campus Drive, Evanston, IL 60208 Telephones : Office (847) 491-4415. Fax : Departmental

More information

Rationality of Voting and Voting Systems: Lecture II

Rationality of Voting and Voting Systems: Lecture II Rationality of Voting and Voting Systems: Lecture II Rationality of Voting Systems Hannu Nurmi Department of Political Science University of Turku Three Lectures at National Research University Higher

More information

CURRICULUM VITA. April 2011

CURRICULUM VITA. April 2011 CURRICULUM VITA April 2011 STEVEN J. MATUSZ Department of Economics Phone: (517) 353-8719 Michigan State University FAX: (517) 432-1068 East Lansing, Michigan 48824 e-mail: Matusz@MSU.edu EDUCATION University

More information

Approval Voting and Scoring Rules with Common Values

Approval Voting and Scoring Rules with Common Values Approval Voting and Scoring Rules with Common Values David S. Ahn University of California, Berkeley Santiago Oliveros University of Essex June 2016 Abstract We compare approval voting with other scoring

More information

(67686) Mathematical Foundations of AI June 18, Lecture 6

(67686) Mathematical Foundations of AI June 18, Lecture 6 (67686) Mathematical Foundations of AI June 18, 2008 Lecturer: Ariel D. Procaccia Lecture 6 Scribe: Ezra Resnick & Ariel Imber 1 Introduction: Social choice theory Thus far in the course, we have dealt

More information

WELFARE ECONOMICS AND SOCIAL CHOICE THEORY, 2ND EDITION

WELFARE ECONOMICS AND SOCIAL CHOICE THEORY, 2ND EDITION WELFARE ECONOMICS AND SOCIAL CHOICE THEORY, 2ND EDITION ALLAN M. FELDMAN AND ROBERTO SERRANO Brown University Kluwer Academic Publishers Boston/Dordrecht/London Contents Preface xi Introduction 1 1 The

More information

Mathematical Thinking. Chapter 9 Voting Systems

Mathematical Thinking. Chapter 9 Voting Systems Mathematical Thinking Chapter 9 Voting Systems Voting Systems A voting system is a rule for transforming a set of individual preferences into a single group decision. What are the desirable properties

More information

Voting Protocols. Introduction. Social choice: preference aggregation Our settings. Voting protocols are examples of social choice mechanisms

Voting Protocols. Introduction. Social choice: preference aggregation Our settings. Voting protocols are examples of social choice mechanisms Voting Protocols Yiling Chen September 14, 2011 Introduction Social choice: preference aggregation Our settings A set of agents have preferences over a set of alternatives Taking preferences of all agents,

More information

Christian List. 177 Mission Impossible, DPhil-thesis, University of Oxford BIBLIOGRAPHY

Christian List. 177 Mission Impossible, DPhil-thesis, University of Oxford BIBLIOGRAPHY 177 BIBLIOGRAPHY Anscombe, G. E. M. (1976) "On Frustration of the Majority by Fulfillment of the Majority's Will," Analysis 36(4), 161-168. Arrow, K. (1951/1963) Social Choice and Individual Values, New

More information

Limited arbitrage is necessary and sufficient for the existence of an equilibrium

Limited arbitrage is necessary and sufficient for the existence of an equilibrium ELSEVIER Journal of Mathematical Economics 28 (1997) 470-479 JOURNAL OF Mathematical ECONOMICS Limited arbitrage is necessary and sufficient for the existence of an equilibrium Graciela Chichilnisky 405

More information

Curriculum Vitae. A. Mitchell Polinsky

Curriculum Vitae. A. Mitchell Polinsky Curriculum Vitae A. Mitchell Polinsky Home: Office: Born: February 6, 1948 900 Cottrell Way Stanford Law School Married: Joan Roberts, June 29, Stanford, CA 94305 Stanford, CA 94305 1975; two children

More information

S E N, A M A R T Y A K.

S E N, A M A R T Y A K. S E N, A M A R T Y A K. In 1998 Amartya Sen received the Nobel Prize in economics, in particular for his contributions to welfare economics and the theory of social choice. The latter area has its modern

More information

Robin E. Best. 103 Professional Building Phone: University of Missouri Fax:

Robin E. Best. 103 Professional Building Phone: University of Missouri Fax: Robin E. Best Department of Political Science bestre@missouri.edu 103 Professional Building Phone: 573-882-0125 University of Missouri Fax: 573-884-5131 Columbia, MO 65211-6030 http://faculty.missouri.edu/~bestre/

More information

Recall: Properties of ranking rules. Recall: Properties of ranking rules. Kenneth Arrow. Recall: Properties of ranking rules. Strategically vulnerable

Recall: Properties of ranking rules. Recall: Properties of ranking rules. Kenneth Arrow. Recall: Properties of ranking rules. Strategically vulnerable Outline for today Stat155 Game Theory Lecture 26: More Voting. Peter Bartlett December 1, 2016 1 / 31 2 / 31 Recall: Voting and Ranking Recall: Properties of ranking rules Assumptions There is a set Γ

More information

Jörg Rothe. Editor. Economics and Computation. An Introduction to Algorithmic Game. Theory, Computational Social Choice, and Fair Division

Jörg Rothe. Editor. Economics and Computation. An Introduction to Algorithmic Game. Theory, Computational Social Choice, and Fair Division Jörg Rothe Editor Economics and Computation An Introduction to Algorithmic Game Theory, Computational Social Choice, and Fair Division Illustrations by Irene Rothe 4^ Springer Contents Foreword by Matthew

More information

Strategic Voting and Strategic Candidacy

Strategic Voting and Strategic Candidacy Strategic Voting and Strategic Candidacy Markus Brill and Vincent Conitzer Department of Computer Science Duke University Durham, NC 27708, USA {brill,conitzer}@cs.duke.edu Abstract Models of strategic

More information

HANDBOOK OF SOCIAL CHOICE AND VOTING Jac C. Heckelman and Nicholas R. Miller, editors.

HANDBOOK OF SOCIAL CHOICE AND VOTING Jac C. Heckelman and Nicholas R. Miller, editors. HANDBOOK OF SOCIAL CHOICE AND VOTING Jac C. Heckelman and Nicholas R. Miller, editors. 1. Introduction: Issues in Social Choice and Voting (Jac C. Heckelman and Nicholas R. Miller) 2. Perspectives on Social

More information

A Simulative Approach for Evaluating Electoral Systems

A Simulative Approach for Evaluating Electoral Systems A Simulative Approach for Evaluating Electoral Systems 1 A Simulative Approach for Evaluating Electoral Systems Vito Fragnelli Università del Piemonte Orientale Dipartimento di Scienze e Tecnologie Avanzate

More information

Coalitional Game Theory

Coalitional Game Theory Coalitional Game Theory Game Theory Algorithmic Game Theory 1 TOC Coalitional Games Fair Division and Shapley Value Stable Division and the Core Concept ε-core, Least core & Nucleolus Reading: Chapter

More information

Vote budgets and Dodgson s method of marks

Vote budgets and Dodgson s method of marks Vote budgets and Dodgson s method of marks Walter Bossert Centre Interuniversitaire de Recherche en Economie Quantitative (CIREQ) P.O. Box 618, Station Downtown Montreal QC H3C 3J7 Canada walter.bossert@videotron.ca

More information

Trying to please everyone. Ulle Endriss Institute for Logic, Language and Computation University of Amsterdam

Trying to please everyone. Ulle Endriss Institute for Logic, Language and Computation University of Amsterdam Trying to please everyone Ulle Endriss Institute for Logic, Language and Computation University of Amsterdam Classical ILLC themes: Logic, Language, Computation Also interesting: Social Choice Theory In

More information

Discussion Paper No FUNDAMENTALS OF SOCIAL CHOICE THEORY by Roger B. Myerson * September 1996

Discussion Paper No FUNDAMENTALS OF SOCIAL CHOICE THEORY by Roger B. Myerson * September 1996 Center for Mathematical Studies in Economics and Management Science Northwestern University, Evanston, IL 60208 Internet: http://www.kellogg.nwu.edu/research/math/nupapers.htm Discussion Paper No. 1162

More information

Algorithms, Games, and Networks February 7, Lecture 8

Algorithms, Games, and Networks February 7, Lecture 8 Algorithms, Games, and Networks February 7, 2013 Lecturer: Ariel Procaccia Lecture 8 Scribe: Dong Bae Jun 1 Overview In this lecture, we discuss the topic of social choice by exploring voting rules, axioms,

More information

CURRICULUM VITAE. Academic Position: Professor Emeritus of Economics Department of Economics, Brown University

CURRICULUM VITAE. Academic Position: Professor Emeritus of Economics Department of Economics, Brown University Last revised: January, 2016 CURRICULUM VITAE 1. Name: ALLAN M. FELDMAN Academic Position: Professor Emeritus of Economics Department of Economics, Brown University Telephone: 401-751-1281 E-mail: allan_feldman@brown.edu

More information

Arrow s Impossibility Theorem

Arrow s Impossibility Theorem Arrow s Impossibility Theorem Some announcements Final reflections due on Monday. You now have all of the methods and so you can begin analyzing the results of your election. Today s Goals We will discuss

More information

Obscenity and Community Standards: A Social Choice Approach

Obscenity and Community Standards: A Social Choice Approach Obscenity and Community Standards: A Social Choice Approach Alan D. Miller * October 2008 * Division of the Humanities and Social Sciences, Mail Code 228-77, California Institute of Technology, Pasadena,

More information

Christopher P. Chambers

Christopher P. Chambers Christopher P. Chambers Professor of Economics Georgetown University Department of Economics ICC 580 37th and O Streets NW Washington DC 20057 Phone: (202) 687 7559 http://chambers.georgetown.domains B.S.,

More information

CURRICULUM VITAE. Jerry M. Evensky. ADDRESS: Office:

CURRICULUM VITAE. Jerry M. Evensky. ADDRESS: Office: CURRICULUM VITAE NAME: Jerry M. Evensky ADDRESS: Office: Home: Department of Economics 320 Haddonfield Drive 316B Maxwell Hall Dewitt, New York 13214 Syracuse University (315) 443-5863 Syracuse, New York

More information

UNIVERSITY OF CALIFORNIA, SAN DIEGO DEPARTMENT OF ECONOMICS

UNIVERSITY OF CALIFORNIA, SAN DIEGO DEPARTMENT OF ECONOMICS 2000-03 UNIVERSITY OF CALIFORNIA, SAN DIEGO DEPARTMENT OF ECONOMICS JOHN NASH AND THE ANALYSIS OF STRATEGIC BEHAVIOR BY VINCENT P. CRAWFORD DISCUSSION PAPER 2000-03 JANUARY 2000 John Nash and the Analysis

More information

Voting rules: (Dixit and Skeath, ch 14) Recall parkland provision decision:

Voting rules: (Dixit and Skeath, ch 14) Recall parkland provision decision: rules: (Dixit and Skeath, ch 14) Recall parkland provision decision: Assume - n=10; - total cost of proposed parkland=38; - if provided, each pays equal share = 3.8 - there are two groups of individuals

More information

A New Method of the Single Transferable Vote and its Axiomatic Justification

A New Method of the Single Transferable Vote and its Axiomatic Justification A New Method of the Single Transferable Vote and its Axiomatic Justification Fuad Aleskerov ab Alexander Karpov a a National Research University Higher School of Economics 20 Myasnitskaya str., 101000

More information

Discussion Paper Series. Allocation Mechanisms, Incentives, and Endemic Institutional Externalities. Peter J Hammond

Discussion Paper Series. Allocation Mechanisms, Incentives, and Endemic Institutional Externalities. Peter J Hammond Discussion Paper Series Allocation Mechanisms, Incentives, and Endemic Institutional Externalities Peter J Hammond (This paper also appears as Warwick Economics Research Papers series No: 1162) April 2018

More information

Convergence of Iterative Voting

Convergence of Iterative Voting Convergence of Iterative Voting Omer Lev omerl@cs.huji.ac.il School of Computer Science and Engineering The Hebrew University of Jerusalem Jerusalem 91904, Israel Jeffrey S. Rosenschein jeff@cs.huji.ac.il

More information

Political Science 200A Week 8. Social Dilemmas

Political Science 200A Week 8. Social Dilemmas Political Science 200A Week 8 Social Dilemmas Nicholas [Marquis] de Condorcet (1743 94) Contributions to calculus Political philosophy Essay on the Application of Analysis to the Probability of Majority

More information

SHAPLEY VALUE 1. Sergiu Hart 2

SHAPLEY VALUE 1. Sergiu Hart 2 SHAPLEY VALUE 1 Sergiu Hart 2 Abstract: The Shapley value is an a priori evaluation of the prospects of a player in a multi-person game. Introduced by Lloyd S. Shapley in 1953, it has become a central

More information

Election Theory. How voters and parties behave strategically in democratic systems. Mark Crowley

Election Theory. How voters and parties behave strategically in democratic systems. Mark Crowley How voters and parties behave strategically in democratic systems Department of Computer Science University of British Columbia January 30, 2006 Sources Voting Theory Jeff Gill and Jason Gainous. "Why

More information

1.6 Arrow s Impossibility Theorem

1.6 Arrow s Impossibility Theorem 1.6 Arrow s Impossibility Theorem Some announcements Homework #2: Text (pages 33-35) 51, 56-60, 61, 65, 71-75 (this is posted on Sakai) For Monday, read Chapter 2 (pages 36-57) Today s Goals We will discuss

More information

The Borda count in n-dimensional issue space*

The Borda count in n-dimensional issue space* Public Choice 59:167-176 (1988) Kluwer Academic Publishers The Borda count in n-dimensional issue space* SCOTT L. FELD Department of Sociology, State University of ew York, at Stony Brook BERARD GROFMA

More information

I assume familiarity with multivariate calculus and intermediate microeconomics.

I assume familiarity with multivariate calculus and intermediate microeconomics. Prof. Bryan Caplan bcaplan@gmu.edu Econ 812 http://www.bcaplan.com Micro Theory II Syllabus Course Focus: This course covers basic game theory and information economics; it also explores some of these

More information

Interdisciplinary Teaching Grant Proposal. Applicants:

Interdisciplinary Teaching Grant Proposal. Applicants: Interdisciplinary Teaching Grant Proposal Applicants: Core Faculty Professor Ron Cytron, Department of Computer Science, School of Engineering Professor Maggie Penn, Department of Political Science, College

More information

BA 513/STA 234: Ph.D. Seminar on Choice Theory Professor Robert Nau Spring Semester 2008

BA 513/STA 234: Ph.D. Seminar on Choice Theory Professor Robert Nau Spring Semester 2008 BA 513/STA 234: Ph.D. Seminar on Choice Theory Professor Robert Nau Spring Semester 2008 Readings for class #9: Social choice theory (updated March 10, 2008) Primary readings: 1. Social choices, chapter

More information

An example of public goods

An example of public goods An example of public goods Yossi Spiegel Consider an economy with two identical agents, A and B, who consume one public good G, and one private good y. The preferences of the two agents are given by the

More information

How should we count the votes?

How should we count the votes? How should we count the votes? Bruce P. Conrad January 16, 2008 Were the Iowa caucuses undemocratic? Many politicians, pundits, and reporters thought so in the weeks leading up to the January 3, 2008 event.

More information

The Manipulability of Voting Systems. Check off these skills when you feel that you have mastered them.

The Manipulability of Voting Systems. Check off these skills when you feel that you have mastered them. Chapter 10 The Manipulability of Voting Systems Chapter Objectives Check off these skills when you feel that you have mastered them. Explain what is meant by voting manipulation. Determine if a voter,

More information

Chapter 9: Social Choice: The Impossible Dream Lesson Plan

Chapter 9: Social Choice: The Impossible Dream Lesson Plan Lesson Plan For All Practical Purposes An Introduction to Social Choice Majority Rule and Condorcet s Method Mathematical Literacy in Today s World, 9th ed. Other Voting Systems for Three or More Candidates

More information

Public Choice. Slide 1

Public Choice. Slide 1 Public Choice We investigate how people can come up with a group decision mechanism. Several aspects of our economy can not be handled by the competitive market. Whenever there is market failure, there

More information

Computational social choice Combinatorial voting. Lirong Xia

Computational social choice Combinatorial voting. Lirong Xia Computational social choice Combinatorial voting Lirong Xia Feb 23, 2016 Last class: the easy-tocompute axiom We hope that the outcome of a social choice mechanism can be computed in p-time P: positional

More information

Social Rankings in Human-Computer Committees

Social Rankings in Human-Computer Committees Proceedings of the Twenty-Seventh AAAI Conference on Artificial Intelligence Social Rankings in Human-Computer Committees Moshe Bitan Bar-Ilan University, Israel Ya akov Gal Ben-Gurion University, Israel

More information

An Optimal Single-Winner Preferential Voting System Based on Game Theory

An Optimal Single-Winner Preferential Voting System Based on Game Theory An Optimal Single-Winner Preferential Voting System Based on Game Theory Ronald L. Rivest and Emily Shen Abstract We describe an optimal single-winner preferential voting system, called the GT method because

More information

Curriculum Vitae. Michael D. Whinston

Curriculum Vitae. Michael D. Whinston May 2012 Curriculum Vitae Michael D. Whinston Department of Economics Northwestern University 2001 Sheridan Road Evanston, IL 60208 Date of Birth: February 3, 1959 Place of Birth: New York City DEGREES

More information

Rock the Vote or Vote The Rock

Rock the Vote or Vote The Rock Rock the Vote or Vote The Rock Tom Edgar Department of Mathematics University of Notre Dame Notre Dame, Indiana October 27, 2008 Graduate Student Seminar Introduction Basic Counting Extended Counting Introduction

More information

Tufts University Summer of 2019 in Talloires Math 19, Mathematics of Social Choice

Tufts University Summer of 2019 in Talloires Math 19, Mathematics of Social Choice Tufts University Summer of 2019 in Talloires Math 19, Mathematics of Social Choice Instructor: Prof. Christoph Börgers Office: Bromfield-Pearson, Rm. 215 Office hours (Fall 2018): Tu, We 10:30 12:00 and

More information

CSC304 Lecture 16. Voting 3: Axiomatic, Statistical, and Utilitarian Approaches to Voting. CSC304 - Nisarg Shah 1

CSC304 Lecture 16. Voting 3: Axiomatic, Statistical, and Utilitarian Approaches to Voting. CSC304 - Nisarg Shah 1 CSC304 Lecture 16 Voting 3: Axiomatic, Statistical, and Utilitarian Approaches to Voting CSC304 - Nisarg Shah 1 Announcements Assignment 2 was due today at 3pm If you have grace credits left (check MarkUs),

More information

Cloning in Elections 1

Cloning in Elections 1 Cloning in Elections 1 Edith Elkind, Piotr Faliszewski, and Arkadii Slinko Abstract We consider the problem of manipulating elections via cloning candidates. In our model, a manipulator can replace each

More information

Measuring Fairness. Paul Koester () MA 111, Voting Theory September 7, / 25

Measuring Fairness. Paul Koester () MA 111, Voting Theory September 7, / 25 Measuring Fairness We ve seen FOUR methods for tallying votes: Plurality Borda Count Pairwise Comparisons Plurality with Elimination Are these methods reasonable? Are these methods fair? Today we study

More information

1. Introduction: issues in social choice and voting

1. Introduction: issues in social choice and voting 1. Introduction: issues in social choice and voting Jac C. Heckelman and Nicholas R. Miller 1.1 THE FIELD OF SOCIAL CHOICE Individuals often make decisions as part of a group. While an individual acting

More information

ECONOMICS 825 INTERNATIONAL TRADE THEORY

ECONOMICS 825 INTERNATIONAL TRADE THEORY ECONOMICS 825 INTERNATIONAL TRADE THEORY Fall 2010 Instructor Beverly Lapham Office: Dunning Hall, Room 232 Phone: 613-533-2297 Email: laphamb@econ.queensu.ca Office Hours: Tuesdays: 2:30-3:30 and by appointment

More information

GAME THEORY. Analysis of Conflict ROGER B. MYERSON. HARVARD UNIVERSITY PRESS Cambridge, Massachusetts London, England

GAME THEORY. Analysis of Conflict ROGER B. MYERSON. HARVARD UNIVERSITY PRESS Cambridge, Massachusetts London, England GAME THEORY Analysis of Conflict ROGER B. MYERSON HARVARD UNIVERSITY PRESS Cambridge, Massachusetts London, England Contents Preface 1 Decision-Theoretic Foundations 1.1 Game Theory, Rationality, and Intelligence

More information

Department of Political Science (727) Baldwin Hall gballingrud.com Athens, GA 30602

Department of Political Science (727) Baldwin Hall gballingrud.com Athens, GA 30602 Gordon D. Ballingrud CONTACT INFORMATION EDUCATION (727) 510-8245 gord5000@uga.edu 104 Baldwin Hall gballingrud.com Athens, GA 30602 Ph.D., Political Science,, May 2018 (expected) Dissertation: The Threat

More information

Christopher Heurlin. Responsive Authoritarianism: Protest and Policymaking in China. (Cambridge University Press, 2016) (225 pages)

Christopher Heurlin. Responsive Authoritarianism: Protest and Policymaking in China. (Cambridge University Press, 2016) (225 pages) Christopher Heurlin Associate Professor of Government and Legal Studies and Asian Studies Bowdoin College 7500 College Station Brunswick, ME 04011 (207) 725-3801 cheurlin@bowdoin.edu Education: 2011: Ph.D.,

More information

ECONOMICS 825 INTERNATIONAL TRADE THEORY FALL 2003

ECONOMICS 825 INTERNATIONAL TRADE THEORY FALL 2003 ECONOMICS 825 INTERNATIONAL TRADE THEORY FALL 2003 Instructor Beverly Lapham Office: Dunning Hall, Room 232 Phone: 533-2297 Email: laphamb@qed.econ.queensu.ca Office Hours: Mondays: 2:30-3:30, Wednesdays:

More information

ROY J. RUFFIN. Department of Economics University of Houston Houston, Texas (713) FAX (713)

ROY J. RUFFIN. Department of Economics University of Houston Houston, Texas (713) FAX (713) VITA ROY J. RUFFIN Business Address: Department of Economics University of Houston Houston, Texas 77204-5882 (713) 743-3827 FAX (713) 743-3798 e-mail: rruffin@uh.edu Education: Fields: Experience: Wichita

More information

A NOTE ON THE THEORY OF SOCIAL CHOICE

A NOTE ON THE THEORY OF SOCIAL CHOICE A NOTE ON THE THEORY OF SOCIAL CHOICE Professor Arrow brings to his treatment of the theory of social welfare (I) a fine unity of mathematical rigour and insight into fundamental issues of social philosophy.

More information

Dennis Craig Coates. Office Address:

Dennis Craig Coates. Office Address: Dennis Craig Coates Home Address: Office Address: 428 Westside Boulevard UMBC, Department of Economics Catonsville, MD 21228 1000 Hilltop Circle Baltimore, MD 21250 (410) 747-1224 (410) 455-3243 Citizenship:

More information

Graduate School of International Studies Phone: Seoul National University 1 Gwanak-ro, Gwanak-gu, Seoul Republic of Korea

Graduate School of International Studies Phone: Seoul National University 1 Gwanak-ro, Gwanak-gu, Seoul Republic of Korea JIYEOUN SONG Building 140-1, Office 614 Email: jiyeoun.song@snu.ac.kr Graduate School of International Studies Phone: 82-2-880-4174 Seoul National University 1 Gwanak-ro, Gwanak-gu, Seoul 08826 Republic

More information

Consensus reaching in committees

Consensus reaching in committees Consensus reaching in committees PATRIK EKLUND (1) AGNIESZKA RUSINOWSKA (2), (3) HARRIE DE SWART (4) (1) Umeå University, Department of Computing Science SE-90187 Umeå, Sweden. E-mail: peklund@cs.umu.se

More information

Learning and Belief Based Trade 1

Learning and Belief Based Trade 1 Learning and Belief Based Trade 1 First Version: October 31, 1994 This Version: September 13, 2005 Drew Fudenberg David K Levine 2 Abstract: We use the theory of learning in games to show that no-trade

More information

Introduction to the Theory of Cooperative Games

Introduction to the Theory of Cooperative Games Bezalel Peleg Peter Sudholter Introduction to the Theory of Cooperative Games Second Edition 4y Springer Preface to the Second Edition Preface to the First Edition List of Figures List of Tables Notation

More information

Steven R. Beckman 6/17/

Steven R. Beckman 6/17/ Steven R. Beckman 6/17/2013 303 556-3048 Steven.Beckman@cudenver.edu Curriculum Vitae Education Institution Date Degree Major University of California, 1975 B.A. Economics Davis 1978 M.A. Economics 1982

More information

CS 886: Multiagent Systems. Fall 2016 Kate Larson

CS 886: Multiagent Systems. Fall 2016 Kate Larson CS 886: Multiagent Systems Fall 2016 Kate Larson Multiagent Systems We will study the mathematical and computational foundations of multiagent systems, with a focus on the analysis of systems where agents

More information

Labor and Demographic Economics, Applied Econometrics, Economics of Philanthropy, Immigrant Assimilation, and Race/Ethnic Identity.

Labor and Demographic Economics, Applied Econometrics, Economics of Philanthropy, Immigrant Assimilation, and Race/Ethnic Identity. Brian Duncan Department of Economics University of Colorado Denver Campus Box 181 Denver, CO 80217-3364 Phone: (303) 315-2041 Fax: (303) 315-2048 E-mail: brian.duncan@ucdenver.edu Web: www.econ.ucdenver.edu/bduncan

More information