Human Supervisory Control. Judgment Under Uncertainty: Heuristics & Biases

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Transcription:

Human Supervisory Control Judgment Under Uncertainty: Heuristics & Biases

The Uncertain State of the World Probability Theory Objective Probability Subjective Probability Axiomatic Probability Statistical Probability SEU MAUT Bayesian Nets

Subjective Assessment Subjective assessment of probabilities is akin to assessment of size and distance Perception versus expectation Heuristics are useful but can be misleading

The Ames Room (Image removed due to copyright considerations.) http://psylux.psych.tu-dresden.de/i1/kaw/diverses%20material/www.illusionworks.com/html/ames_room.html

Expectations Can Fool You These checkershadow images may be reproduced and distributed freely. 1995, Edward H. Adelson. Used with permission.

Human Estimation & Cue Integration Humans as intuitive statisticians Good at estimating means, reasonably good at mid-range proportions Not good on the tails Not so good at estimating variances and correlations Also not good at extrapolating non-linear trends Underestimate exponential growth Cue assimilation issues Missing Information overload Salience Underestimate cues that require calculation The need for heuristics

As-if Heuristic Cues are equally weighted and differential weights are not considered Regression to the mean Reliability of cues Letters of recommendation content v. tone Humans are poor intuitive or clinical predictors as compared to computers Multiple cues of different information value Cognitive parsimony Humans tend to reduce load on working memory. Avoid processing of cues that require mental calculation

Representative Heuristic Probabilities are evaluated by the degree to which A resembles B Problems Prior probability (or base-rate frequency) of outcomes Engineers vs. lawyers No specific evidence vs. worthless evidence Insensitivity to sample size Large vs. small hospital Misconceptions of chance Insensitivity to prediction Illusion of validity Stereotypes Regression to the mean

Availability Heuristic Assessing probability or frequency bases on information that is most readily recalled Problems: Retrievability of instances Familiarity, salience, recency driven by experience Effectiveness of a search set Searching for solutions in your long term memory Imaginability Simplicity Decision making & alternatives Illusory Correlation How frequently two events co-occur Effectiveness of search set.abstract words as opposed to concrete

Simple draw red from bag 50/50 red and white Conjunctive draw seven successive reds from a bag 90/10 Disjunctive draw a red at least once in seven tries from a bag 10/90.50/.48/.522 Adjustment &Anchoring Heuristic People start with an initial guess and adjust answers based on available information Problems Insufficient adjustment 1x2x3x4x5x6x7x8 v. 8x7x6x5x4x3x2x1 512, 2250, 40320 Evaluation of simple, conjunctive (and) & disjunctive (or) events Overestimate conjunctive, underestimate disjunctive Ordering matters Assessment of subjective probability distribution Overly narrow confidence intervals

Confidence Intervals A confidence interval gives an estimated range of values which is likely to include an unknown population parameter, given set of sample data. The confidence interval is the likely range of the true value. Precision determined by the width of the confidence interval http://www.sportsci.org/resource/stats/generalize.html (Courtesy of Will Hopkins. Used with permission.)

Some Other Biases Overconfidence Bias Confidence exceeds prediction accuracy Prevents people from seeking additional information/cues Confirmation Bias People seek information that supports a preformed hypothesis Do not seek or discount contrary information Automation Bias People tend to believe computer recommendations and do not seek out conflicting evidence Effectiveness of search set.abstract words as opposed to concrete

Framing Effect Prospect theory - People value a certain gain more than a probable gain with an equal or greater expected value; the opposite is true for losses. Would you rather win (or lose) $1 and 0% risk or $2 with 50/50 risk? Take the sure thing? Framing Effect: Choices are made differently depending on whether the choices are framed in terms of gains or losses Sunk cost bias How does this impact design?

Bounded Rationality Criticism for the application of classical decision theory Unbounded rationality - humans make rational decisions, but they do so without time constraints, with complete a priori knowledge, and unlimited computational abilities Bounded rationality: concept of satisficing, which occur when decision makers stop the search for a solution when the first alternative is found that meets all constraints Probably not the optimal solution Fast & frugal heuristics

Fast & Frugal Heuristics Execute Search Rule Does Alternative Meet Stopping Rule? Yes Make Decision No Some search rules: Take the last The decision that worked for this problem last time Take the best Consider primarily the cue with highest validity Seed for recognition primed decision making

Implications for Design Ways to combat problems with decision biases: Training Emphasis on feedback Ambiguous/Delayed/Selective processing Debiasing Proceduralization Development of decision aids Decision guidance Interactive Participative-suggestive Jiang & Klein paper

Social Judgment Theory SJT attempts to model human decision-making using classical decision theory through an ecological approach. Lens Model Attempt to model how well a person's judgments match the r environment they are trying a to predict. Achievement, r a Ecological Validities, r E,i r E,1 X 1 r s,1 Cue Utilizations, r S,i r E,1 r s,2 Ecology (Criterion) Y E X 2 r E,3 X 3 r s,3 Y s Subject Judgments r E,4 X 4 r s,4 Cues, X i

More on the Lens Model Uses regression Prediction (dependent) from cues (independent) Determines not only the degree of agreement between a human judge and the state of the environment, but also the predictability of the environment as well as the level of consistency of human judgments. Ys = Predicted Model + Model Error = Yˆ s + e r a = GR e R s + C (1 R 2 e ) (1 R 2 s ) Problems: Assumption that relationship is linear Identification of cues

References http://members.lycos.co.uk/brisray/optill/vision1.htm http://www.yorku.ca/eye/funthing.htm Gigerenzer, G. and P. M. Todd (1999). Simple Heuristics That Make Us Smart. New York, Oxford University Press Simon, H. A. (1955). "A behavioral model of rational choice." Quarterly Journal of Economics 69(99-118). Simon, H. A., R. Hogarth, et al. (1986). Decision Making and Problem Solving. Research Briefings 1986: Report of the Research Briefing Panel on Decision Making and Problem Solving, Washington D.C., National Academy Press. Svenson, O. (1979). "Process Descriptions of Decision Making." Organizational Behavior and Human Performance 23: 86-112