z-logo
Premium
The Effect of Decentralized Behavioral Decision Making on System‐Level Risk
Author(s) -
Kaivanto Kim
Publication year - 2014
Publication title -
risk analysis
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.972
H-Index - 130
eISSN - 1539-6924
pISSN - 0272-4332
DOI - 10.1111/risa.12219
Subject(s) - deception , overconfidence effect , prospect theory , risk aversion (psychology) , heuristics , representativeness heuristic , expected utility hypothesis , computer science , psychology , normative , cumulative prospect theory , behavioral economics , social psychology , artificial intelligence , economics , microeconomics , mathematical economics , philosophy , epistemology , operating system
Certain classes of system‐level risk depend partly on decentralized lay decision making. For instance, an organization's network security risk depends partly on its employees' responses to phishing attacks. On a larger scale, the risk within a financial system depends partly on households' responses to mortgage sales pitches. Behavioral economics shows that lay decisionmakers typically depart in systematic ways from the normative rationality of expected utility (EU), and instead display heuristics and biases as captured in the more descriptively accurate prospect theory (PT). In turn, psychological studies show that successful deception ploys eschew direct logical argumentation and instead employ peripheral‐route persuasion, manipulation of visceral emotions, urgency, and familiar contextual cues. The detection of phishing emails and inappropriate mortgage contracts may be framed as a binary classification task. Signal detection theory (SDT) offers the standard normative solution, formulated as an optimal cutoff threshold, for distinguishing between good/bad emails or mortgages. In this article, we extend SDT behaviorally by rederiving the optimal cutoff threshold under PT. Furthermore, we incorporate the psychology of deception into determination of SDT's discriminability parameter. With the neo‐additive probability weighting function, the optimal cutoff threshold under PT is rendered unique under well‐behaved sampling distributions, tractable in computation, and transparent in interpretation. The PT‐based cutoff threshold is (i) independent of loss aversion and (ii) more conservative than the classical SDT cutoff threshold. Independently of any possible misalignment between individual‐level and system‐level misclassification costs, decentralized behavioral decisionmakers are biased toward underdetection , and system‐level risk is consequently greater than in analyses predicated upon normative rationality.

This content is not available in your region!

Continue researching here.

Having issues? You can contact us here