Behavioural Flashcards
How analyse welfare if agents not rational and selfish?
- positive models of behaviour (e.g. hyperbolic discounting)
- develop bounds on welfare (based on observed choices)
Key deviations from homo economicus?
- social preferences
- bounded rationality
- bounded willpower/impatience/procrastination
- reference-dependent preferences
Type of discounting if individuals ARE time consistent?
Exponential
Type of discounting if individuals are NOT time consistent?
Hyperbolic
Discount factor between current period and future period w/hyperbolic discounting?
Beta * Delta (to the power of whatever time period it is)
Discount factor between 2 future periods w/hyperbolic discounting?
Delta
Theories about which discount factor to use in welfare calculations?
- Long-run preferences (Beta = 1 and Delta < 1, i.e. exponential, not hyperbolic, discounting)
- Short-run actual preferences (even if that means hyperbolic discounting)
- Multiple selves (implication - focus on long-run self)
Explain the idea of multiple selves (in terms of discount factor to use for welfare calculations)
- long-run self (the ‘planner’) w/discount factor delta
- series of short-run selves (‘doers’) that live for 1 period and are totally myopic (discount factor gamma = 0)
- long-run self sets incentives for short-run selves
- short-run selves choose action, given incentives
- short-run selves are the only selves that derive utility
- utility of long-run self = discounted sum of utilities of all short-run selves
WELFARE IMPLICATION - FOCUS ON LONG-RUN SELF
- What is an ancillary condition in Bernheim and Rangel’s (2009) bounds model?
- Example?
- Affects choice behaviour, but not experienced utility
2. e.g framing, salience
Broad types of possible intervention if people suffer from behavioural biases?
- paternalism (direct regulation)
2. behaviouralism (nudges)
….. and ….. (….) created a model to derive bounds on welfare using revealed preferences
Bernheim and Rangel (2009) created a model to derive bounds on welfare using revealed preferences
- Problem of ‘looseness of bounds’ on welfare
- Solution?
- Evaluate solution
- Problem - if behavioural issues important (e.g. framing, salience), then bounds so ‘loose’/wide that they become uninformative
2a. Solution - discard certain d’s as being ‘contaminated’ for welfare analysis
2b. e.g. intoxication reduces rationality so discard choices made when drunk
2c. Fewer d’s means tighter bounds on welfare
- Problem – refinements require positive theory of behaviour…(original problem!)
Outline Bernheim and Rangel’s (2009) model for deriving bounds on welfare
- Standard models: agents choose x (from choice set X)
- Behavioural models: agents choose (from generalised choice set G, where G = (x,d))
3a. ‘d’ = ancillary condition (affects choice behaviour, but not experienced utility)
3b. d could be framing, salience, default option
- Revealed preference: prefer x over y, if x always chosen over y FOR ANY D
Provide simple example of deriving bounds on welfare using revealed preferences
- Example – car insurance (3 different plans: 1, 2 and 3)
- Run 2 experiments (experiment A and B could represent different framings of survey, or different salience of options)
3a. Preferences in experiment A: 1 > 2 > 3
3b. Preferences in experiment B: 2 > 1 > 3
- Plan 3 never optimal for all d (whatever the ancillary condition is, e.g. framing), regardless of positive theory, so optimum bounded between 1 and 2
Chetty et al (2009)
AFFECT OF TAX SALIENCE
- Experiment:
(i) Vary salience of sales tax
(ii) Including sales tax of 7.35% in displayed price decreases demand by ~8%
- Empirical analysis:
(i) Exploit state-level changes in excise/sales taxes
(ii) US consumers more responsive to increase in excise duty on alcohol (included in displayed price) than sales tax (not included in displayed price)