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SUBJECTIVE EXPECTED UTILITY THEORY (SEUT)
Calculate the expected utility (value) of each option (outcome) x probability it will actually happen (likelihood)
Add each possible option/outcome into equation and calculate which has highest probability
Example: Value of getting better grades x probability that staying home will improve grades = choosing option that has highest expected utility for you
Should I buy lottery tickets?
Cost of a ticket is low utility
Winning millions is high utility but also high uncertainty
SEUT seems rational but people don't always make decisions that way
Kahneman and Tversky
Presented people with gambles
Published in economics and psychology papers
Changed the way we assumed economics and rationality worked
Started behavioral economics
Loss aversion
we feel approx. 2x stronger about losses than gains
Losses have greater weight than potential gains in making decisions
Prospect theory
describes how people value gains and losses
Function is concave for gains
Reflects diminishing marginal value and risk aversion
Function is convex for losses: reflects risk seeking
Loss aversion: implies losses have greater weight than potential gains in making decisions
Reflected in steeper curve for losses
Tversky and Kahneman (1981) risk aversive vs risk seeking
Imagine US is prepping for an outbreak of a disease expected to kill 600 people
2 alt programs to combat disease have been proposed
Program A: 200 saved
Program B: 33% chance that all 600 saved, 67% chance no one will be saved
Most people choose: A - risk aversive
Same experiment, new programs
Program A: 400 saved
Program B: 67% that 600 die, 33% no one dies
Most people chose: B - risk seeking
Same question framed different ways
why do people not maximize utility in decisionmaking
We feel more strongly about losses > gains
We opt for certainty and certain gains
We prefer to take risks with losses
The way a situation is framed can influence choices
Framing effects and preference reversals
When 2 options are identical, people make difference decisions depending on how outcomes are framed
People tend to be risk aversive when the outcome is framed as gain, and risk seeking when the outcome is framed as a loss
Kahneman and Tversky (1984): violates the principle of invariance
Peoples choices should depend on the situation, not on the way its framed/described
Prospect theory
gains and losses are calculated from a reference point
We think about changes at points on the curve rather than absolute values
Predicts many aspects of human decision making
Such as why we often don't maximize utility
Theory is primarily descriptive
Explains what decisions people make
Not why
Doesn't explain ind differences in preference for risk
Endowment effect Kahneman et al (1990)
Given a mug, how much do you sell it back to the giver for
Randomly assigned participants as buyers or sellers
Sellers demand more than buyers are prepared to give
Ex. Housing market
House prices fall, may fall more, homeowners reluctant to put their homes on the market
Homes stay on the market because there's a discrepancy between what people offer/accept
Endowment effect and prospect theory
Gains/losses calculated using a reference point
People care about change from this reference point rather than absolute values
Sometimes reference point shifts (ex. We obtain something) and leads to different decisions
Disjunction effect and Sure thing principle
Sure thing principle
If we prefer X to Y in any state of the world then we should prefer X to Y when the state of the world is uncertain
Disjunction effect shows that sometimes people violate this principle
Disjunction effect
People look for reasons or arguments to support their decisions
People may make the same decision but for a different reason
Reason based choice
Reason based choice suggests that we will be more likely to choose an opt when we have a compelling reason for that selection
Search for alts should occur when a compelling reason for choice is not available
Heuristics
- a short cut rule of thumb for making judgements
Often produce the 'right' answer but sometimes lead to biases
A systematic error in judgement relative to some normative standard
Intuition vs. logic
System 1 uses heuristics
Quickly produces intuitive answer
System 2 requires time and working memory to slowly work out a logical answer
conjunction fallacy
Most people think that its more likely that Linda is a 'feminist' bank teller than a bank teller because she is more similar to that category
The probability is smaller though
People judge whehter someone/something belongs to a category by judging the similarity of that to a stereotypical member of that category
Linda is more representative of a feminist bank teller than a bank teller
So judged to be more likely
Unordered lottery number sequence more typical of a winning lottery ticket
Availability heuristic:
the likelihood of events is judged based on the ease with which instances come to mind
youre going on holiday to the beach
More likely to kill you:
Coconut falling
Shark attack
Shark attack is less likely but representations are more available in memory (media) thus the brain takes that a s cue for it to be believed to be more relevant
Gambler's fallacy:
the belief that after a streak of events (ex heads) the opposite becomes more likely (ex tails)
Representativeness in gambling
We expect a non random sequence to be as close to an alteration rate of 0% as possible
Realistically, a random sequence is most likely to have an alt rate of 50%
making judgements
We find formal probability hard
We tend to use heuristics like representativeness, availability, and anchors
We are also very good at recognizing patterns and using them to make predictions
Chapman and Johnson (2002) anchoring
Anchoring effect: Exposure to irrelevant numerical anchors influences judgments and estimations.
Anchoring involves starting from an initial value (anchor) and adjusting to reach a final estimate, but adjustments are often insufficient.
"Anchoring" can refer to:
Presenting a salient but uninformative number to subjects (anchoring procedure).
Experimental results where the uninformative number influences judgments.
The psychological process by which the uninformative number affects judgments.
Function of reasoning
Allows us to apply our knowledge to new situations
Enables us to think hypothetically make plans for the future, consider the consequences of our actions
Enables us to evaluate past events and possibilities - think counterfactually
Enables us to understand the meaning of what others say
Inductive reasoning
Reasoning from specific cases to general rule
Find a pattern in some cases and use it to make a prediction
Ex. All the swans I see are white -> all swans are white
Abductive reasoning
Generating an explanation
Ex. Theres glass on the floor -> someone dropped a glass
Deductive reasoning
Occurs when the conclusion necessarily follows from the premises
If the premises are true the conclusion must be true
Propositional reasoning
A proposition is a statement that can be true or false
Involves drawing inferences based on the relation between propositions
Ex. Relations such as if and or
mental models theory (johnson-laird (1983), J-L and Byrne (1991))
People construct models to represent the premises
Due to working memory limitations, they often represent only a single model initially
Evidence: the difficulty of drawing an inference is related to:
Whether an inference can be drawn from the initial models
The number of models required
Cheater detection (Cosmides (1989))
We have evolved an evolutionary mechanism that sensitizes people to look for cheaters
General rule: if one takes a benefit then one must pay the cost
Cosmides argues that this evolutionary mechanism explains the facilitation observed on deontic selection tasks
What is counterfactual thinking (CFT)
The imagination of alternatives to reality
Simulate a sequence of causal events
Expressed in the form of a conditional
Ex. "if the west hadnt supported ukraine, it couldn’t have fought russia"
"what if" "if only"
Individual differences in CFT generation Bacon walsh and martin (2013)
people spontaneously generate more counterfactual when their mood is low
Cause or effect?
CFT and blame
People attribute more blame when preceding actions are unusual and hence it is easy to imagine and alternative outcome
luck
the chance happening of fortunate or adverse events
People use luck (good/bad) to mean narrowly
Avoiding a (neg/pos) outcome
CFT and the future
Prep for a task induces upward counterfactual thinking
After performing a task, inds who believe they will have to repeat it generate more upward counterfactuals
CFT thinking can influence future behavior
Generating upward CFT between two anagram tasks leads to improved performance in the second set
They help people learn from mistakes, formulate effective plans, and mitigate the certainty of hindsight bias.
Deficits in CFT Knight and Grabowecky (1995)
Difficulty imagining counterfactual alternatives to reality may underlie many of the problems experienced by individuals with brain lesions in the dorsolateral PFC
Inflexible behavior
Suppressed emotions
Excessively bound by environmental cues
Uncreative
Have difficulty making plans
problem
Start state - current situation
Goal state - desired situation
Problem - not clear how to get from start to goal state (subjective)
Well-defined problem
Initial state, goal state, and possible moves are well-defined (ex. Chess)
Ill-defined problem
Start state, end state, and/or possible strategies may be unknown (most everyday problems ex. Exams)
theories of problem solving
Behaviorist approach
Trial and error learning
Unsystematic behavior
Requires no knowledge
Slow
Doesn’t work for all problems
Risky
Thorndike's (1898) cat experiment
Gestalt approach
Problem solving requires insight
"aha" moment
Gestalt approach evaluation:
Recognizes the role of insight
Mechanisms underlying insight are not specified
insight and prob solving
Neurosci and insight
Activation in right anterior superior temporal gyrus
FMRI: insight relative to non-insight solutions
EEG: prior to insight
representational change theory
Representational change theory (Ohlsson 1992)
Aims to explain the processes underlying insight
Construct a problem representation
Retrieve operators (moves/actions) from memory by spreading activation from the problem representation
Impasses occur when the problem representation does not cue the right operators
Impasses are broken by restructuring the problem representation
Once an impasse is broken a full or partial insight may occur
Allen Newell and Herb Simon (1972) info processing
Computational modeling approach - general problem solver
Most problems don't require insight, focus instead on well defined knowledge lean problems
General problem solver
Problem space: all possible states of a problem (all chess positons)
Initial state: starting position
Goal state: final position (ex. Checkmate)
Operators: allows moves or actions (ex. Chess moves)
Problem solving is a search through the problem space
We don’t have the WM capacity to think of all possible moves
Use general purpose heuristics instead
Objective measure of optimal performance and can test whether people make moves that are consistent with the heuristics
Analogical problem solving
how do we learn from past problems
Negative transfer
functional fixedness the perceived inability of someone to use an object for something other than its original intended purpose
Positive transfer
Near transfer to a similar context
Far transfer to a different context
Retrieving analogies is hard unless the problems share similar surface features
In real life, this may be even more difficult because the time and context might be more distant than in lab studies
Individual differences are not well understood
Judgment vs. Decision-Making:
Judgment vs. Decision-Making:
Decision-making involves choosing a course of action, while judgment focuses on estimating the probability of events.
Judgments are evaluated based on accuracy, while decisions are assessed based on consequences.
Support theory
proposes that subjective probability increases with more explicit and detailed event descriptions.
Tetlock's social functionalist approach
suggests biases in decision-making stem from the need to justify decisions to others.
Dijksterhuis's unconscious thought theory
proposes the superiority of unconscious over conscious thinking, but this is debated in research.
Incubation
aids problem solving by allowing irrelevant information or ineffective strategies to fade.
Individuals with high fluid intelligence
excel in analogical reasoning, with the left rostrolateral prefrontal cortex playing a crucial role.
Chess-Playing Expertise:
Expert chess players possess more cognitive ability and extensive knowledge, allowing rapid identification of good moves.
Chess expertise relies on template-based knowledge, emphasizing fast search processes over complex strategies.
Medical Expertise:
Medical experts rely on fast, automatic processes for diagnosis, with analytic processes enhancing performance, especially for experts.
Diagnostic errors in medical expertise can stem from failures in detection, recognition, or judgment.
Functional Theory of Counterfactual Thinking
Counterfactual thoughts are reflections on alternative outcomes of past events.
The functional theory suggests that counterfactual thinking serves the purpose of behavior regulation and performance improvement.
Counterfactual thoughts can influence behavior through two pathways (Byrne 2002)
Content-specific pathway: Directly affects behavioral intentions based on specific informational effects.
Content-neutral pathway: Indirectly influences behavior through affect, mind-sets, or motivation.
emotions and CFT (Byrne 2002)
Counterfactual thinking amplifies emotions such as guilt, regret, and relief by comparing actual outcomes with alternative possibilities.
It influences social judgments regarding accountability, responsibility, and blame.
Evans' hypothetical thinking theory
based on dual processes, proposes that people typically consider only one hypothesis at a time, prioritize the most relevant hypothesis, and accept candidate explanations as long as they are satisfactory. This suggests a nuanced approach to how people engage in hypothesis testing.
confirmation bias,
where people tend to seek evidence that confirms their hypotheses rather than testing them rigorously. Later, this idea was modified to suggest a bias towards positive test strategies.