Artigo Acesso aberto Revisado por pares

From the Editors: Decision Analysis Focus and Trends

2020; Institute for Operations Research and the Management Sciences; Volume: 17; Issue: 1 Linguagem: Inglês

10.1287/deca.2020.0408

ISSN

1545-8504

Autores

Vicki M. Bier, Simon French,

Tópico(s)

Multi-Criteria Decision Making

Resumo

Free AccessAboutSectionsView PDF ToolsAdd to favoritesDownload CitationsTrack CitationsPermissionsReprints ShareShare onFacebookTwitterLinked InEmail Go to SectionFree Access HomeDecision AnalysisVol. 17, No. 1 From the Editors: Decision Analysis Focus and TrendsVicki M. Bier, Simon French Vicki M. Bier, Simon French Published Online:5 Mar 2020https://doi.org/10.1287/deca.2020.0408Expected-utility decision theory (the focus of Decision Analysis) provides a structured process of decision making based on axiomatic concepts of rationality as developed by some of the greatest minds of the 20th century. In particular, the philosopher Frank Ramsey (1931) pioneered the idea of subjective probability as a way of expressing an individual’s beliefs or uncertainties. Then, in the 1940s, as part of their development of game theory, the mathematician John von Neumann and the economist Oskar Morgenstern developed the idea of utility theory (now a mainstay of economics) as a way of expressing an individual’s preferences over possible outcomes (von Neumann and Morgenstern 1947). The statistician Leonard Jimmie Savage (1972, originally published 1954) then presented an alternate axiomatization. The resulting expected-utility theory provides a complete axiomatic basis for decision making under uncertainty, which has since been summarized and further developed by others as documented in foundational works such as Raiffa (1968), Keeney and Raiffa (1976), von Winterfeldt and Edwards (1986), and Howard (1988).Today, expected-utility decision theory is justified by much more than its axiomatic basis. It is an applied subject (justified by the success of its applications) and a tool for communication in deliberation of major business and societal issues as well as in more-focused decisions. Its foundations in subjective probability and Bayesian statistics link it to much of machine learning and analytics. Moreover, elicitation and modeling procedures have developed to aid decision makers in recognition of the fact that real-world decision makers may not be as rational as the axioms demand. They may wish to be, but as Ward Edwards (1954) foresaw, unguided human decision making can fall afoul of behavioral biases. Psychological and behavioral studies have confirmed this in many ways; see, for example, the work of Nobel Prize-winner Daniel Kahneman (2011). Our elicitation procedures recognize and attempt to counter such biases. Thus, today, the multidisciplinary body of knowledge contributing to decision theory is wide-ranging, as summarized in, for instance, Brown (2005), Edwards et al. (2007), French et al. (2009), Keeney (2009), Clemen and Reilly (2013), Gregory et al. (2013), Cox (2015), Howard and Abbas (2015), and Spetzler et al. (2016).The aim of the journal Decision Analysis is to report on continued developments and advances in this body of work and to highlight seminal applications. We recognize that other theories of decision making have been developed—some close to ours, others more distant. The journal is open to a wide variety of interdisciplinary work on decision making. However, all authors seeking to publish in Decision Analysis should, at a minimum, be familiar with expected-utility decision theory and how we apply it and should put their work in context with the paradigm of expected-utility decision theory even if they themselves hold to a different paradigm. Thus, Decision Analysis welcomes contributions that challenge the boundaries of the field—for example, by showing how concepts, ideas, or methods from other fields (such as game theory, economics, behavioral finance, psychology, consumer behavior, or other approaches) can improve or extend the theory and practice of decision theory—but such papers should be framed to be of interest (and persuasive) to readers of the journal.Within the area of decision theory broadly defined, Decision Analysis is open to contributions on a wide variety of different topics. Examples include, but are not limited to, the following:contributions to the foundational theories of subjective probability, value, and utility functions;new procedures, processes, or algorithms for implementing decision theory;cognitive, psychological, organizational, economic, policy, or social issues relating to decision theory;innovative uses of information technology to support the application of decision theory; andimportant and/or novel applications of decision theory to real-world situations.Methodological and Theoretical ContributionsMany of the papers published by Decision Analysis are primarily methodological contributions. Such manuscripts should ideally be written in a manner in which at least the main ideas are understandable to nonspecialists (with complicated mathematical proofs preferably relegated to an appendix or online supplementary material to enhance readability). For example, papers on Bayesian statistics should be understandable to utility theorists, papers on utility theory should be understandable to probability theorists, and both should be understandable to educated practitioners. Examples and/or graphics to illustrate the methodology are also helpful as are discussions of the range of problems to which the method could be applicable and possible extensions.As can be seen from Table 1, the methodology papers from the last two years are mostly motivated by applications (Daley and Wang 2018, Hounwanou 2018, Karimi and Dimitrov 2018, Khoroshilov 2018, Kvam 2018, Metel 2018, Abbas and Sun 2019, Baucells and Sarin 2019, Grant et al. 2019, Hadlock and Bickel 2019, Hausken 2019, Phade and Anantharam 2019). We put them in the methodology category either because the intended applications are quite general (e.g., typical business decisions) or because they deal with “toy” problems chosen to illustrate the method and are unlikely to be widely applied in the real world—for example, game shows (Kvam 2018) or horse betting (Metel 2018). A few can be described as “pure” methodology or theory papers (e.g., Grant et al. 2019, Hadlock and Bickel 2019, Phade and Anantharam 2019); even then, however, the goal is either to support applications or to create tools or results that can be used in future research.Table 1. Papers Published in Decision Analysis in 2018 and 2019Table 1. Papers Published in Decision Analysis in 2018 and 2019Methodological and theoretical contributionsParticipation Costs and Inefficiency in Takeover Contests, https://doi.org/10.1287/deca.2017.0356Hounwanou (2018)Vol. 15, No. 1When to Release Feedback in a Dynamic Tournament, https://doi.org/10.1287/deca.2017.0357Daley and Wang (2018)Vol. 15, No. 1Kelly Betting on Horse Races with Uncertainty in Probability Estimates, https://doi.org/10.1287/deca.2017.0359Metel (2018)Vol. 15, No. 1On the Road to Making Science of “Art”: Risk Bias in Market Scoring Rules, https://doi.org/10.1287/deca.2017.0362Karimi and Dimitrov (2018)Vol. 15, No. 2Partnership Dissolution: Information and Efficiency, https://doi.org/10.1287/deca.2018.0367Khoroshilov (2018)Vol. 15, No. 3A Probability Model for Strategic Bidding on “The Price Is Right,” https://doi.org/10.1287/deca.2018.0373Kvam (2018)Vol. 15, No. 4The Generalized Johnson Quantile-Parameterized Distribution System, https://doi.org/10.1287/deca.2018.0376Hadlock and Bickel (2019)Vol. 16, No. 1Principal–Agent Theory, Game Theory, and the Precautionary Principle, https://doi.org/10.1287/deca.2018.0380Hausken (2019)Vol. 16, No. 2The Myopic Property in Decision Models, https://doi.org/10.1287/deca.2018.0384Baucells and Sarin (2019)Vol. 16, No. 2On the Geometry of Nash and Correlated Equilibria with Cumulative Prospect Theoretic Preferences, https://doi.org/10.1287/deca.2018.0378Phade and Anantharam (2019)Vol. 16, No. 2Archimedean Utility Copulas with Polynomial Generating Functions, https://doi.org/10.1287/deca.2018.0386Abbas and Sun (2019)Vol. 16, No. 3A Probability Scoring Rule for Simultaneous Events, https://doi.org/10.1287/deca.2019.0393Grant et al. (2019)Vol. 16, No. 4Behavioral researchImpact of Compound and Reduced Specification on Valuation of Projects with Multiple Risks, https://doi.org/10.1287/deca.2017.0358Bansal and Rosokha (2018)Vol. 15, No. 1Moment Risks: Investment for Self and for a Firm, https://doi.org/10.1287/deca.2018.0372Desmoulins-Lebeault and Meunier (2018)Vol. 15, No. 4Characterizing Conflicting User Values for Cyber Authentication Using a Virtual Public Values Forum, https://doi.org/10.1287/deca.2018.0383Kusumastuti et al. (2019)Vol. 16, No. 3Misperception of Exponential Growth: Are People Aware of Their Errors?, https://doi.org/10.1287/deca.2019.0395Cordes et al. (2019)Vol. 16, No. 4Elicitation methods and approachesOptimizing Choice Architectures, https://doi.org/10.1287/deca.2018.0379Schneider et al. (2019)Vol. 16, No. 1Improving Accuracy by Coherence Weighting of Direct and Ratio Probability Judgments, https://doi.org/10.1287/deca.2018.0388Fan et al. (2019)Vol. 16, No. 3Sparse Probability Assessment Heuristic Based on Orthogonal Matching Pursuit, https://doi.org/10.1287/deca.2019.0389Huang and Bickel (2019)Vol. 16, No. 4Applications and case studiesModeling and Validating Public–Private Partnerships in Disaster Management, https://doi.org/10.1287/deca.2017.0361Guan et al. (2018)Vol. 15, No. 2When Hackers Err: The Impacts of False Positives on Information Security Games, https://doi.org/10.1287/deca.2017.0363Mai and Kulkarni (2018)Vol. 15, No. 2Eliminating the Weakest Link Approach to Army Unit Readiness, https://doi.org/10.1287/deca.2017.0366Goethals and Scala (2018)Vol. 15, No. 2Insights for Critical Alarm-Based Warning Systems from a Risk Analysis of Commercial Aviation Passenger Screening, https://doi.org/10.1287/deca.2018.0369Dillon et al. (2018)Vol. 15, No. 3Role of Intelligence Inputs in Defending Against Cyber Warfare and Cyberterrorism, https://doi.org/10.1287/deca.2018.0370Bagchi and Bandyopadhyay (2018)Vol. 15, No. 3Eliciting Public Risk Preferences in Emergency Situations, https://doi.org/10.1287/deca.2018.0371Taheri and Wang (2018)Vol. 15, No. 4Securing Gates of a Protected Area: A Hybrid Game and Queueing Theory Modeling Approach, https://doi.org/10.1287/deca.2018.0375Deutsch and Golany (2019)Vol. 16, No. 1Two-Stage Invest–Defend Game: Balancing Strategic and Operational Decisions, https://doi.org/10.1287/deca.2018.0377Yolmeh and Baykal-Gursoy (2019)Vol. 16, No. 1Gulf Coast Port Selection Using Multiple-Objective Decision Analysis, https://doi.org/10.1287/deca.2018.0381De Icaza et al. (2019)Vol. 16, No. 2Information Sharing in Cybersecurity: A Review, https://doi.org/10.1287/deca.2018.0387Pala and Zhuang (2019)Vol. 16, No. 3Computational Efficiency in Multivariate Adversarial Risk Analysis Models, https://doi.org/10.1287/deca.2019.0394Perry and El-Amine (2019)Vol. 16, No. 4Perspective piecesDecision Analysis and Political Processes, https://doi.org/10.1287/deca.2018.0374French and Argyris (2018)Vol. 15, No. 4Probability Forecasts and Their Combination: A Research Perspective, https://doi.org/10.1287/deca.2019.0391Winkler et al. (2019)Vol. 16, No. 4Methodologies other than expected-utility decision theoryThe Hurwicz Decision Rule’s Relationship to Decision Making with the Triangle and Beta Distributions and Exponential Utility, https://doi.org/10.1287/deca.2018.0368Sivaprasad and MacKenzie (2018)Vol. 15, No. 3In keeping with recent trends in business, industry, government, and society as a whole, Decision Analysis is also becoming more interested in methods of data analytics, machine learning, and artificial intelligence. There are overlaps between these methodologies and the methods of expected-utility decision theory. Papers that explore these relationships (what analytics can bring to decision theory and how a decision-theoretic perspective can help to inform analytics) would be more than welcome. Although this has not been a major emphasis so far, we did recently publish a special issue on uses of social media (Allen et al. 2017, Bigsby et al. 2017, Bogaert et al. 2017, Rathore et al. 2017), which can give some indication of the types of approaches that might be relevant to our readers.In general, for any methodology paper, overly-grandiose claims about the merits of a proposed method are strongly discouraged. Unsupported claims on the order of “the proposed method is more accurate than any other methods” are less helpful than balanced conclusions discussing both strengths and weaknesses of the work.Group, Organizational, and Societal Decision MakingMany important real-world decisions (perhaps the majority of them!) are the responsibility of multiple people, in either government or industry and other organizations. However, subjective probability and expected utility as initially developed are essentially single-person theories; the beliefs and preferences that they encapsulate are inherently individualistic, and the axioms of expected-utility decision theory are not prescriptive for groups.Papers in this area might explore how ideas from expected-utility decision theory can help to support group decision processes (e.g., Keeney 2013)—for example, by using values hierarchies to facilitate stakeholder communication and the development of consensus. However, it is also of interest to explore how group processes may need to depart from traditional decision theory and how those processes may depend on the nature of the group (e.g., small, face-to-face groups versus societal-level, political decisions). For example, possible topics may include impossibility—or possibility!—theorems for group decisions as well as methods for bargaining, negotiation, or voting guided by ideas of Bayesian rationality. Developments in game theory and adversarial risk analysis are also welcome (and we have already published numerous papers in that area as discussed under Applications).Behavioral ResearchThe journal is receptive to papers in cognitive psychology, behavioral economics, or similar fields provided there is a clear link to improving decision making. Papers that merely illustrate the existence of some behavioral or psychological phenomenon would probably be more appropriate for an applied-psychology journal. However, if there is a clear link to how a phenomenon might affect decision making (e.g., how a particular phenomenon might lead to predictable biases in choices) or clear implications for best practices in probability or utility elicitation, such work would be highly relevant to readers of Decision Analysis. Discussions of behavioral issues involved in communicating decision analyses and their conclusions to decision makers (and other stakeholders) are also relevant to the journal although, again, general papers on risk communication might more suitable for an applied-psychology or risk-related journal.The journal has not published a lot of purely behavioral research in the last two years although examples include Bansal and Rosokha (2018), Desmoulins-Lebeault and Meunier (2018), Cordes et al. (2019), and Kusumastuti et al. (2019); some papers discussed in the next section (on elicitation methods) are also behavioral. Although methodology papers sometimes cover topics of behavioral interest (see, for example, Phade and Anantharam (2019) on prospect theory), behavioral papers are distinguished by their reliance on laboratory experiments, questionnaires, or other empirical methods of characterizing individuals’ actual judgments or choice behaviors. Again, behavioral research in Decision Analysis is typically oriented toward supporting improved real-world decision making (e.g., in finance or cybersecurity).Elicitation Methods and ApproachesPapers on all aspects of probability, value, and utility elicitation are welcome, including both behavioral and mathematical approaches. For example, such work could address the aggregation of subjective probabilities elicited from several experts or the formation of group utility functions from multiple decision makers and/or stakeholders. Often, elicitation is undertaken in decision conferences and/or stakeholder workshops, so we would welcome well-supported papers on how best to facilitate such events provided they contribute something new rather than just restating what is known. Papers on the process of working with decision makers and other experts to build decision models or to generate better alternatives would also be welcome.Contributions on elicitation and aggregation can range from behavioral experiments (Fan et al. 2019, Schneider et al. 2019) to mathematical methods or heuristics (Huang and Bickel 2019). Such papers could have been characterized as methodological or behavioral, but we highlight them in a separate category because elicitation is of central importance to the practice and continued improvement of expected-utility decision theory.Applications and Case StudiesThe journal is open to papers applying expected-utility decision theory or related methods to real-world decisions. However, such papers need to be of reasonably broad interest and bring insights that go beyond merely solving a specific problem for an individual client. This could be because the nature of the application requires some methodological innovation, which could then be used by analysts working on other types of applications. A good question to ask about such papers is whether practitioners would learn something useful from the case study that could be beneficial in their future practice. Alternatively, applications papers may also be viewed favorably if the topic itself is of broad and current interest.Over the last two years, applications papers in Decision Analysis have focused overwhelmingly on topics related to security and emergency management (Bagchi and Bandyopadhyay 2018, Dillon et al. 2018, Goethals and Scala 2018, Guan et al. 2018, Mai and Kulkarni 2018, Taheri and Wang 2018, De Icaza et al. 2019, Deutsch and Golany 2019, Pala and Zhuang 2019, Perry and El-Amine 2019, Yolmeh and Baykal-Gursoy, 2019). However, this trend was driven by the nature of the submissions received and should not be taken as a limitation on the types of papers that can succeed in Decision Analysis. Examples of other applied topics of interest to the journal include entrepreneurship (Bodily 2016), insurance (Meeker et al. 2015, Bodily and Furman 2016), and medical decision making (Alagoz et al. 2013, Nohdurft et al. 2017).As can be seen from perusal of the papers cited here, most applications papers in Decision Analysis involve some methodological contribution needed to address a particular aspect of the applications domain. They are distinguished from pure methodology papers by the special-purpose nature of the methodology, which may be of limited use in other domains. However, case studies involving the application of known methods may be of interest if they concern problems of significant importance, such as military readiness (Goethals and Scala 2018) or global supply chains (De Icaza et al. 2019).Papers that present a straightforward application of conventional methods to a topic that is not of broad public or policy interest should probably be submitted to a journal in the relevant application area (e.g., accounting, manufacturing, telecommunications, etc.). Such work can be of great value but is of greater interest to readers in the relevant field and can also help educate such readers about formal methods of decision making. The fact that an applications paper may not be considered suitable for Decision Analysis should not be taken as a negative judgment on the quality of the work, but only about the most suitable audience for that work.Perspective PiecesDecision Analysis does occasionally publish pieces that provide an overview of trends in a given field but do not fit clearly into the methodological, empirical, or applications categories. Examples within the last two years include French and Argyris (2018) on use of decision analysis in the political process and Winkler et al. (2019) on probabilistic forecasting. See also Rathore et al. (2017) on social media analytics. Papers in this category are typically written or coauthored by well-established researchers or practitioners.Pedagogy: Skills and Professional DevelopmentThe journal is open to papers discussing pedagogical issues in the teaching of expected-utility decision theory and related methods. Examples include the development of novel educational materials or approaches to support experiential learning in decision analysis (e.g., Bickel 2010), ways to incorporate decision-theoretic content into other classes (such as statistics or engineering economics), or ways to strengthen “soft skills” (elicitation techniques, etc.) among practitioners.Methodologies Other than Expected-Utility Decision TheoryOf course, people’s expressed preferences and beliefs may not be consistent or even fully match the axioms of rational choice. For example, people are dismayingly susceptible to framing effects (Tversky and Kahneman 1986, Stewart et al. 2015) and are subject to other behavioral phenomena, such as ambiguity aversion (Ellsberg 1961, Baillon et al. 2018, Li et al. 2018), the probability weighting of prospect theory (Kahneman and Tversky 1979), and regret (Bell 1983). Therefore, Decision Analysis is open to papers from other perspectives, especially if they help to address one or more of these phenomena. Papers providing a balanced comparison of several decision methodologies would also be welcome. A recent example of a paper that provides a decision-analytic perspective on a non–decision analytic method is Sivaprasad and MacKenzie (2018), showing the conditions under which a well-known nonprobabilistic decision rule yields results equivalent to those of expected-value or expected-utility decision theory.However, authors using methodologies other than expected utility should discuss any pitfalls of those methods and address why they believe that either those pitfalls are unlikely to be significant in their application or the merits of the proposed method outweigh any disadvantages. For example, some non–expected utility methods can give rise to preference reversals through the addition of irrelevant (nonpreferred) alternatives (Dyer 1990, Verly and De Smet 2013). This does not mean that such methods should never be used; for example, the types of judgments required for a given method may be easier or more intuitive for some decision makers than the judgments required to assess utility functions. However, methods that are subject to preference reversals (i.e., that violate axioms regarding independence of irrelevant alternatives) are unlikely to fare well in the review process if the authors do not even discuss the possibility of preference reversals.Likewise, authors using non–decision theoretic methods should attempt to apply the best practices of decision analysis (e.g., Keeney 2002) to the extent possible. For example, methods that ask decision makers to assign weights to multiple attributes without explicitly considering the ranges over which those attributes vary are again unlikely to fare well in the review process (Fischer 1995).Concluding ThoughtsOverall, Decision Analysis is open to a wide variety of types of articles in keeping with the idea that expected-utility decision theory is itself inherently a multidisciplinary field, involving contributions from mathematics, economics, statistics, psychology, and others. However, the journal remains focused on advancing the theory, application, and teaching of expected-utility decision theory as described at the beginning of this editorial. Authors who are unsure whether a particular manuscript fits the scope of the journal are welcome to contact the editor-in-chief directly with inquiries.ReferencesAbbas AE, Sun Z (2019) Archimedean utility copulas with polynomial generating functions. Decision Anal. 16(3):218–237.Link, Google ScholarAlagoz O, Chhatwal J, Burnside ES (2013) Optimal policies for reducing unnecessary follow-up mammography exams in breast cancer diagnosis. Decision Anal. 10(3):200–224.Link, Google ScholarAllen TT, Sui Z, Parker NL (2017) Timely decision analysis enabled by efficient social media modeling. Decision Anal. 14(4):250–260.Link, Google ScholarBagchi A, Bandyopadhyay T (2018) Role of intelligence inputs in defending against cyber warfare and cyberterrorism. Decision Anal. 15(3):174–193.Link, Google ScholarBaillon A, Bleichrodt H, Keskin U, l’Haridon O, Li C (2018). Management Sci. 64(5):2181–2198.Link, Google ScholarBansal S, Rosokha Y (2018) Impact of compound and reduced specification on valuation of projects with multiple risks. Decision Anal. 15(1):27–46.Link, Google ScholarBaucells M, Sarin RK (2019) The myopic property in decision models. Decision Anal. 16(2):128–141.Link, Google ScholarBell DE (1983) Risk premiums for decision regret. Management Sci. 29(10):1156–1166.Link, Google ScholarBickel JE (2010) Scoring rules and decision analysis education. Decision Anal. 7(4):346–357.Link, Google ScholarBigsby KG, Ohlmann JW, Zhao K (2017) Online and off the field: Predicting school choice in college football recruiting from social media data. Decision Anal. 14(4):261–273.Link, Google ScholarBodily SE (2016) Reducing risk and improving incentives in funding entrepreneurs. Decision Anal. 13(2):101–116.Link, Google ScholarBodily SE, Furman B (2016) Long-term care insurance decisions. Decision Anal. 13(3):173–191.Link, Google ScholarBogaert M, Ballings M, Hosten M, Van den Poel D (2017) Identifying soccer players on Facebook through predictive analytics. Decision Anal. 14(4):274–297.Link, Google ScholarBrown R (2005) Rational Choice and Judgment: Decision Analysis for the Decider (Wiley, Hoboken, NJ).Crossref, Google ScholarClemen RT, Reilly T (2013) Making Hard Decisions with Decision Tools, 3rd ed. (Cengage, Boston).Google ScholarCordes H, Foltice B, Langer T (2019) Misperception of exponential growth: Are people aware of their errors? Decision Anal. 16(4):261–280.Abstract, Google ScholarCox LA Jr, ed. (2015) Breakthroughs in Decision Science and Risk Analysis (Wiley, Hoboken, NJ).Google ScholarDaley B, Wang R (2018) When to release feedback in a dynamic tournament. Decision Anal. 15(1):11–26.Link, Google ScholarDe Icaza RR, Parnell GS, Pohl EA (2019) Gulf Coast port selection using multiple-objective decision analysis. Decision Anal. 16(2):87–104.Link, Google ScholarDesmoulins-Lebeault F, Meunier L (2018) Moment risks: Investment for self and for a firm. Decision Anal. 15(4):242–266.Link, Google ScholarDeutsch Y, Golany B (2019) Securing gates of a protected area: A hybrid game and queueing theory modeling approach. Decision Anal. 16(1):31–45.Link, Google ScholarDillon RL, Burns WJ, John RS (2018) Insights for critical alarm-based warning systems from a risk analysis of commercial aviation passenger screening. Decision Anal. 15(3):154–173.Link, Google ScholarDyer JS (1990) Remarks on the analytic hierarchy process. Management Sci. 36(3):249–258.Link, Google ScholarEdwards W (1954) The theory of decision making. Psych. Bull. 51(4):380–417.Crossref, Google ScholarEdwards W, Miles RF Jr, von Winterfeldt D (2007) Advances in Decision Analysis: From Foundations to Applications (Cambridge University Press, Cambridge, UK).Crossref, Google ScholarEllsberg D (1961) Risk, ambiguity, and the Savage axioms. Quart. J. Econom. 75(4):643–669.Crossref, Google ScholarFan Y, Budescu DV, Mandel D, Himmelstein M (2019) Improving accuracy by coherence weighting of direct and ratio probability judgments. Decision Anal. 16(3):197–217.Link, Google ScholarFischer GW (1995) Range sensitivity of attribute weights in multi-attribute value models. Organ. Behav. Human Decision Processes 62(3):252–266.Crossref, Google ScholarFrench S, Argyris K (2018) Decision analysis and political processes. Decision Anal. 15(4):208–222.Link, Google ScholarFrench S, Maule AJ, Papamichail KN (2009) Decision Behaviour, Analysis and Support (Cambridge University Press, Cambridge, UK).Crossref, Google ScholarGoethals PL, Scala NM (2018) Eliminating the weakest link approach to army unit readiness. Decision Anal. 15(2):110–130.Link, Google ScholarGrant A, Johnstone D, Kwon OK (2019) A probability scoring rule for simultaneous events. Decision Anal. 16(4):301–313.Link, Google ScholarGregory RS, Failing L, Harstone M, Long G, McDaniels T, Ohlson D (2013) Structured Decision Making: A Practical Guide to Environmental Management Choices (Wiley-Blackwell, Chichester, UK).Google ScholarGuan P, Zhang J, Payyappalli VM, Zhuang J (2018) Modeling and validating public–private partnerships in disaster management. Decision Anal. 15(2):55–71.Link, Google ScholarHadlock CC, Bickel JE (2019) The generalized Johnson quantile-parameterized distribution system. Decision Anal. 16(1):67–85.Link, Google ScholarHausken K (2019) Principal–agent theory, game theory, and the precautionary principle. Decision Anal. 16(2):105–127.Link, Google ScholarHounwanou DD (2018) Participation costs and inefficiency in takeover contests. Decision Anal. 15(1):1–10.Link, Google ScholarHoward RA (1988) Decision analysis: Practice and promise. Management Sci. 34(6):679–695.Link, Google ScholarHoward RA, Abbas AE (2015) Foundations of Decision Analysis (Pearson, New York).Google ScholarHuang T, Bickel JE (2019) Sparse probability assessment heuristic based on orthogonal matching pursuit. Decision Anal. 16(4):281–300.Abstract, Google ScholarKahneman D (2011) Thinking, Fast and Slow (Penguin, London).Google ScholarKahneman D, Tversky A (1979) Prospect theory: An analysis of decision under risk. Econometrica 47(2):263–291.Crossref, Google ScholarKarimi M, Dimitrov S (2018) On the road to making science of “art”: Risk bias in market scoring rules. Decision Anal. 15(2):72–89.Link, Google ScholarKeeney RL (2002) Common mistakes in making value trade-offs. Oper. Res. 50(6):935–945.Link, Google ScholarKeeney RL (2009) Value-Focused Thinking: A Path to Creative Decisionmaking (Harvard University Press, Cambridge, MA).Google ScholarKeeney RL (2013) Foundations for group decision analysis. Decision Anal. 10(2):103–120.Link, Google ScholarKeeney RL, Raiffa H (1976) Decision with Multiple Objectives: Preference and Value Trade-Offs (Wiley, New York).Google ScholarKhoroshilov Y (2018) Partnership dissolution: Information and efficiency. Decision Anal. 15(3):133–138.Link, Google ScholarKusumastuti S, Rosoff H, John RS (2019) Characterizing conflicting user values for cyber authentication using a virtual public values forum. Decision Anal. 16(3):157–171.Link, Google ScholarKvam PH (2018) A probability model for strategic bidding on “The Price Is Right.” Decision Anal. 15(4):195–207.Link, Google ScholarLi Z, Muller J, Wakker PP, Wang TV (2018) The rich domain of ambiguity explored. Management Sci. 64(7):3227–3240.Link, Google ScholarMai B, Kulkarni S (2018) When hackers err: The impacts of false positives on information security games. Decision Anal. 15(2):90–109.Link, Google ScholarMeeker D, Thompson C, Strylewicz G, Knight TK, Doctor JN (2015) Use of insurance against a small loss as an incentive strategy. Decision Anal. 12(3):122–129.Link, Google ScholarMetel MR (2018) Kelly betting on horse races with uncertainty in probability estimates. Decision Anal. 15(1):47–52.Link, Google ScholarNohdurft E, Long E, Spinler S (2017) Was Angelina Jolie right? Optimizing cancer prevention strategies among BRCA mutation carriers. Decision Anal. 14(3):139–169.Link, Google ScholarPala A, Zhuang J (2019) Information sharing in cybersecurity: A review. Decision Anal. 16(3):172–196.Link, Google ScholarPerry M, El-Amine H (2019) Computational efficiency in multivariate adversarial risk analysis models. Decision Anal. 16(4):314–332.Abstract, Google ScholarPhade SR, Anantharam V (2019) On the geometry of Nash and correlated equilibria with cumulative prospect theoretic preferences. Decision Anal. 16(2):142–156.Link, Google ScholarRaiffa H (1968) Decision Analysis: Introductory Lectures on Choice Under Uncertainty (Addison-Wesley, Reading, MA).Google ScholarRamsey FP (1931) Truth and probability (1926). Braithwaite RB, ed. The Foundations of Mathematics and other Logical Essays (Routledge and Kegan Paul, London), 156–198.Google ScholarRathore AK, Kar AK, Ilavarasan PV (2017) Social media analytics: Literature review and directions for future research. Decision Anal. 14(4):229–249.Link, Google ScholarSavage LJ (1972) The Foundations of Statistics (Dover, New York).Google ScholarSchneider M, Deck C, Shor M, Besedes T, Sarangi S (2019) Optimizing choice architectures. Decision Anal. 16(1):2–30.Link, Google ScholarSivaprasad S, MacKenzie CA (2018) The Hurwicz decision rule’s relationship to decision making with the triangle and beta distributions and exponential utility. Decision Anal. 15(3):139–153.Link, Google ScholarSpetzler CS, Winter H, Meyer J (2016) Decision Quality: Value Creation from Better Business Decisions (Wiley, Hoboken, NJ).Crossref, Google ScholarStewart N, Reimers S, Harris A (2015) On the origin of utility, weighting, and discounting functions: How they get their shapes and how to change their shapes. Management Sci. 61(3):687–705.Link, Google ScholarTaheri E, Wang C (2018) Eliciting public risk preferences in emergency situations. Decision Anal. 15(4):223–241.Link, Google ScholarTversky A, Kahneman D (1986) Rational choice and the framing of decisions. J. Bus. 59(4):S251–S278.Crossref, Google ScholarVerly C, De Smet Y (2013) Some results about rank reversal instances in the PROMETHEE methods. Internat. J. Multicriteria Decision Making 3(4):325–345.Crossref, Google Scholarvon Neumann J, Morgenstern O (1947) Theory of Games and Economic Behavior (Princeton University Press, Princeton, NJ).Google Scholarvon Winterfeldt D, Edwards W (1986) Decision Analysis and Behavioral Research (Cambridge University Press, Cambridge, UK).Google ScholarWinkler RL, Grushka-Cockayne Y, Lichtendahl KC, Jose VRR (2019) Probability forecasts and their combination: A research perspective. Decision Anal. 16(4):239–260.Link, Google ScholarYolmeh A, Baykal-Gursoy M (2019) Two-stage invest–defend game: Balancing strategic and operational decisions. Decision Anal. 16(1):46–66.Link, Google Scholar Back to Top Next FiguresReferencesRelatedInformationCited ByFrom the Editor: Advances in Multi-Agent Decision MakingVicki M. Bier24 August 2020 | Decision Analysis, Vol. 17, No. 3 Volume 17, Issue 1March 2020Pages 1-95, C2 Article Information Metrics Downloaded 879 times in the past 12 months Information Published Online:March 05, 2020 Copyright © 2020, INFORMSCite asVicki M. Bier, Simon French Vicki M. Bier, Simon French (2020) From the Editors: Decision Analysis Focus and Trends. Decision Analysis 17(1):1-8. https://doi.org/10.1287/deca.2020.0408

Referência(s)
Altmetric
PlumX