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game theorycontinuous reactionreaction functionsbounded rationalityfolk theorembegrenzte rationalitätrestraints of competitiontheorem continuouscoordination economicbetriebliche standortwahlfirm location choiceindustrial organizationnon cooperativecooperative gamesnash equilibriumextension folkproblems coordinationeconomic activityeconomics oligopolyinfinite horizonhorizon spatialspatial duopolyduopoly collusivecollusive pricingpricing noncollusivenoncollusive locationlocation choicetime dependentdependent supergamesgame applicationsapplications economicsstochastischer prozessstochastic processnash gleichgewichtwiederholte spielerepeated gamestheorie der unternehmungtheory of the firmpricing strategyissue gamegame industrialorganization honorhonor jamesjames friedmanfriedman randomrandom beliefbelief equilibriumequilibrium normalnormal formform gamesgames marketmarket socialsocial consumptionconsumption externalityexternality membershipmembership diversitydiversity clubclub decisionsdecisions rolerole beliefsbeliefs knowledgeknowledge rationalityrationality nongames boundedrationality dynamicdynamic oligopolyconjectural variationsvives xavieroligopoly pricingpricing legacyguided tourtour folkadverse selectioncompetitive inspectionenforceable agreementsagreements boundedlyboundedly rationalgame eded johnjohn creedyoligopoly freefree entry
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Years of publications: 1963 - 2011

128 records from EconBiz based on author Name Information logo


1. Closing the Invisible Hand : A Rehabilitation of Tatonnement Dynamics

abstract

Arguments are made that, for a typical economy, with many goods and consumers, classical tatonnement dynamics results in a globally stable equilibrium. Since global stability implies uniqueness of equilibrium, these kinds of results complete the positive general equilibrium program classically put forward in favor of the invisible hand. Such stability is demonstrated for economies with consumers having preferences drawn from the $CES$ family, and similar results are reported when the preferences are chosen, instead, to be of the indirect addilog form

Keenan, Donald C.; Kim, Taewon;
2023
Availability: Link Link

2. Reversibly greater downside risk aversion

Keenan, Donald C.; Snow, Arthur;
2022
Type: Aufsatz in Zeitschrift; Article in journal;
Availability: The PDF logo Link
Citations: 1 (based on OpenCitations)

3. Closing the invisible hand : a rehabilitation of tâtonnement dynamics

Keenan, Donald C.; Kim, Taewon;
2022
Type: Aufsatz in Zeitschrift; Article in journal;
Availability: The PDF logo Link
Citations: 1 (based on OpenCitations)

4. Reversibly greater downside risk aversion by a prudence-based measure

Keenan, Donald C.; Snow, Arthur;
2022
Type: Aufsatz in Zeitschrift; Article in journal;
Availability: Link
Citations: 1 (based on OpenCitations)

5. The Role of Normal Goods in Global Stability

abstract

It is argued that results for global stability of classical tatonnement dynamics do not depend on goods being normal

Keenan, Donald C.; Kim, Taewon;
2021
Availability: Link Link

6. Closing the Invisible Hand : A Rehabilitation of Tatonnement Dynamics

abstract

Arguments are made that, for a typical economy, with many goods and consumers, classical tatonnement dynamics results in a unique, globally stable equilibrium

Keenan, Donald C.;
2021
Availability: Link Link
Citations: 1 (based on OpenCitations)

7. Spatial dependence in subprime mortgage defaults

Heinen, Andréas; Kau, James B.; Keenan, Donald C.; Kim, Mi Lim;
2021
Type: Aufsatz in Zeitschrift; Article in journal;
Availability: The PDF logo Link
Citations: 5 (based on OpenCitations)

8. Reversibly Greater Downside Risk Aversion

abstract

An intrinsic, but seldom recognized property of greater risk aversion in expected utility theory is its reversibility, viz., utility v=phi(u) is more risk averse than u if and only if the transformation function phi is concave, while equivalently, u=psi(v) is less risk averse than v if and only if psi is convex. Moreover, this reversibility is exactly mirrored in the ranking of utility functions by their Arrow-Pratt measures, which ensures that the rankings are transitive and so capable of yielding meaningful comparative statics predictions for greater and less risk aversion. We extend this reversibility property to the third order concerned with downside risk aversion by deriving a utility measure of third-order risk preference whose relative magnitude, along with that of the Arrow-Pratt measure of risk aversion, yields a strict partial ordering of utility functions by greater downside risk aversion, and when the ranking by these measures is reversed the result is an ordering by less downside risk aversion. A sufficient condition for using this reversible measure is developed in terms of the well-known prudence measure. We also provide applications, particularly one in the context of saving

Keenan, Donald C.; Snow, Arthur;
2020
Availability: Link Link
Citations: 1 (based on OpenCitations)

9. Note on the Relation Between the Downside Risk Aversion Measure d and the Schwarzian Downside Risk Aversion Measure S

abstract

It is shown that the downside risk aversion measure du is a special case of the more general Schwarzian downside risk aversion measure Su for appropriate preferences, in which case the downside measure du then inherits the desirable properties of the Schwarzian measure Su

Keenan, Donald C.; Snow, Arthur;
2019
Availability: Link Link

10. Bringing Order to Rankings of Utility Functions by Strong Increases in n-th Order Aversion to Risk

abstract

Rankings of utility functions generated by simple n-th order risk-averse transformations are not partial orders, and therefore, do not yield reliable comparative statics predictions, except at the second order. Restrictions have been identified that rectify this deficiency at the third order concerning downside risk aversion: the strong order and the Schwarzian. We show that these concepts and their characterizations generalize to all higher orders of risk preference, the latter in two ways, pathwise (parametric) infinitesimal increases and n-monotone increases in aversion to risk, and we provide applications to intertemporal choice problems for self-protection and saving

Keenan, Donald C.; Snow, Arthur;
2018
Availability: Link Link
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The information on the author is retrieved from: Entity Facts (by DNB = German National Library data service), DBPedia and Wikidata

James W. Friedman


Alternative spellings:
J. W. Friedman
James Friedman

Biblio: Univ. of North Carolina, Depart. of Economics, USA

External links

  • Gemeinsame Normdatei (GND) im Katalog der Deutschen Nationalbibliothek
  • Bibliothèque nationale de France
  • Wikipedia (English)
  • Kalliope Verbundkatalog
  • NACO Authority File
  • Virtual International Authority File (VIAF)
  • Wikidata
  • International Standard Name Identifier (ISNI)

  • REPEC logo RePEc

    Prizes in Economics

    1977 - Fellow of the Econometric Society

    Publishing years

    1
      2011
    2
      2005
    1
      2004
    2
      2002
    3
      2001
    1
      2000
    1
      1999
    1
      1998
    1
      1996
    1
      1995
    7
      1994
    1
      1993
    3
      1992
    4
      1991
    3
      1990
    2
      1988
    1
      1987
    2
      1986
    1
      1983

    Series

    1. CORE discussion paper : DP (3)
    2. International journal of economic theory (1)
    3. Recent Economic Thought Series (1)
    4. Recent economic thought series (1)
    5. Discussion paper / Center for Economic Research, Tilburg University (1)
    6. Working paper series / Department of Economics, University of North Carolina (1)
    7. Cambridge surveys of economic literature (1)