Have an account?
Login
or
Register
  • About
    • People
    • Fellows
    • Tastings
    • In the News
    • Awards
      • Christophe Baron Prize
      • AAWE Scholarships
      • AAWE Awards of Merits
    • Downloads
    • Contacts & Copyright
  • Journal
    • Online Journal Member Access
    • Online Journal Library Access
    • Editors
    • JWE – All Issues
    • Submission Guidelines
  • Working Papers
  • Membership
  • Meetings
    • 2022 Tbilisi
    • 2019 Vienna
    • 2018 Ithaca
    • 2017 Padua
    • 2016 Bordeaux
    • 2015 Mendoza
    • 2014 Walla Walla
    • 2013 Stellenbosch
    • 2012 Princeton
    • 2011 Bolzano
    • 2010 Davis
    • 2009 Reims
    • 2008 Portland
    • 2007 Trier
Menu
  • About
    • People
    • Fellows
    • Tastings
    • In the News
    • Awards
      • Christophe Baron Prize
      • AAWE Scholarships
      • AAWE Awards of Merits
    • Downloads
    • Contacts & Copyright
  • Journal
    • Online Journal Member Access
    • Online Journal Library Access
    • Editors
    • JWE – All Issues
    • Submission Guidelines
  • Working Papers
  • Membership
  • Meetings
    • 2022 Tbilisi
    • 2019 Vienna
    • 2018 Ithaca
    • 2017 Padua
    • 2016 Bordeaux
    • 2015 Mendoza
    • 2014 Walla Walla
    • 2013 Stellenbosch
    • 2012 Princeton
    • 2011 Bolzano
    • 2010 Davis
    • 2009 Reims
    • 2008 Portland
    • 2007 Trier
  • Data
  • Jobs & Programs
Menu
  • Data
  • Jobs & Programs
Home
»
JWE-Articles
»
Journal of Wine Economics Volume 7 | 2012 | No. 2
»
Shapley Ranking of Wines

Shapley Ranking of Wines

Victor Ginsburgh & Israël Zang
JEL Clasification: C71, D71, D78
Pages: 169-180
Abstract

We suggest a new game-theory-based ranking method for wines, in which the Shapley Value of each wine is computed, and wines are ranked according to their Shapley Values. Judges should find it simpler to use, since they are not required to rank order or grade all the wines, but merely to choose the group of those that they find meritorious. Our ranking method is based on the set of reasonable axioms that determine the Shapley Value as the unique solution of an underlying cooperative game. Unlike in the general case, where computing the Shapley Value could be complex, here the Shapley Value and hence the final ranking, are straightforward to compute.

Subscribe to our Newsletter

You can cancel your subscription at any time.
SUBSCRIBE HERE

Contact

AAWE
Economics Department
New York University
19 W. 4th Street, 6FL
New York, NY 10012, U.S.A.
Tel: (212) 992-8083
Fax: (212) 995-4186
E-Mail: karl.storchmann@nyu.edu

AAWE

Journal

Working Papers as a List

Membership

Videos

LINKS

Fifthsense

JWE at Cambridge University Press

Liquid Assets

Stuart Pigott

Privacy & Cookies Policy

Privacy Policy

Cookies Policy

Twitter Facebook-f Youtube

© AAWE 2021 - All rights reserved