bias and decision making Flashcards
(47 cards)
define rationality
when decision making appears to be rational
norms & rationality
- norms are rules of action or thought which define optimality
- rationality is a set of norms
–> be consistent (‘coherence’)
–> correspond to reality (‘correspondence’) - but nobody can agree on the complete set of norms for reasoning
the norms of rationality
- coherence
–> be consistent - correspondence
–> correspond to reality
two types of bias
- availability bias
- framing bias
availability bias
- over estimating the frequency of rare of memorable events
–> e.g. overestimating the frequency of plane crashes
framing bias
- switching decision based on the question framing
–> e.g. would you buy a new ticket if you dropped it on the way to the cinema?
vs
–> if you dropped £10 on the way to the cinema would you buy another ticket?
violation of norm and conjunction fallacy
- conjunction fallacy = have made an error in reasoning by assuming that specific conditions are more probable than a single, more general condition
–> e.g. Linda problem
the Linda problem and what it shows
- Linda is 31 years old, single, outspoken, and very bright
- She studied philosophy at University
- As a student, she was deeply concerned with issues of discrimination and social justice, and also participated in anti-war demonstrations
- Which is more likely?
1. Linda is a bank teller (a person working in a bank)
2. Linda is a bank teller and is active in the feminist movement - most people pick 2 despite norms (especially probability)
- option 2 has to be less likely than option 1 because it is a subset of option 1
–> option 2 require two things to be true, option 1 only requires one
how should we make rational decisions? (decision calculus)
- be logical
- use probabilities
- systematic consideration of all options
value and utility (probability and decision making)
- difficulty in making decisions:
1. future is uncertain
2. need to assess potential risks and benefits
3. choose a course of action to increase the chance of a positive outcome
4. need to use knowledge to estimate probabilities of future events
probability based on value
- expected value = value an investment will have in the future
- good bet = expected value is greater than amount invested
- bad bet = expected value is less than amount invested
- rational choice = invest to maximise expected value
- value is not always the most important factor in our decision making
what is risk aversion?
tendency for people to accept a sure outcome over a riskier outcome
expected utility theory
- calculating the option with the highest expected utility is a decision-making method
- rational decision making may assume that we choose the option that maximises our utility
premise of the expected utility theory
- expected utility theory is a theory of decision under risk
- each option leads to one set of outcomes
- where the probability is known
value is not utility
- utility is compressed with respect to value
–> you don’t enjoy 10 pizzas 10x more than 1 pizza (although 10 pizzas costs 10x more) - value correlates with cost more than utility
- utility is how much you enjoy / prefer it = the degree to which it contributes to well being and satisfies your desires
- utility can be measured as ‘willingness to pay’
- according to expected utility theory people should behave to maximise expected utility
–> even if value is lower
marginal utility
- diminishing marginal utility of wealth:
–> basic idea = as the amount of money one has increases, each addition to one’s fortune becomes less important, from a personal, subjective point of view
–> extra £1000 means very little to Bill Gates but an extra £1000 to a uni student means quite a lot
uncertainty affects expectation
- pizza example:
–> If you would pay £10 for a pizza, how much would you pay for…
–> a 10% chance of winning a pizza?
–> a 1/100 chance that the pizza made you sick? - we assign our expected utility to these
–> we go with the one with the greater expected utility
–> pay more for 10% chance than the 1/100
–> it costs more but has greater utility
equation for calculating expected utility
- E = P x U
–> E = expected utility
–> P = probability
–> U = utility
example of expected utility
- expected utility of a bet with a 50% chance of a £40 pay off?
- answer = £20
–> ( E = 0.5 x 40)
calculating expected utility with multiple options
- E = (P1 x U1) + (P2 x U2)
- EXAMPLE:
–> lottery offered for £15
–> 20% chance of winning £50
–> 10% chance of winning £100
–> do you buy?
–> (expected utility has to exceed the cost) - ANSWER = YES
–> P1 x U1 = 10
–> P2 x U2 = 10
–> answer = 20 and 20 exceeds 15
the effect of uncertainty
- everything is uncertain question is just how much
- can have scenarios where chances of high and low utility is equal
–> two separate and equal chunks near high and low - can have scenarios where things are probably good but there is a chance they can go bad
–> larger chunk of graph near high - can have scenarios where things are likely to be okay but could go VERY good or VERY bad
–> one chunk spread from high to low, peak is mid
Bias: loss aversion and prospect theory
- often when there is guaranteed loss, people which choose the option where they avoid this over expected utility
–> loss aversion
–> people pick options where loss may or may not happen, over option where loss is guaranteed, regardless of expected utility
–> having £100 and losing £50 is worse than starting with £0 and gaining £50 - we have an innate motive to avoid loss rather than achieving similar gain
- we feel pain of loss more than pleasure of gain
- thus we have a bias in decision making
Do we use norms, probabilities and EU in real world decision making?
- Do we always have the knowledge and time to use such methods of decision making in an uncertain world?
–> links to heuristics
rationality is bounded
- world is complex
- decisions need to be made quickly
- our time is limited
- our cognitive capacities are limited