Contrast traditional and behavioural finance perspectives on investor decision making
Traditional Finance:
Behavioural Finance:
Contrast expected utility and prospect theories of investment decision making
Traditional finance based on
1) utility theory
2) an assumption of diminishing marginal return
Two consequences
1) risk-averse utility function is concave; as more and more wealth is added, utility increases at a diminishing rate
2) convex indifference curves due to a diminishing marginal rate of substitution
Decision Theory - making the ideal decision when the decision maker is:
The theory has evolved over time:
Discuss the effect that cognitive limitations and bounded rationality may have on investment decision making
Bounded rationality = individuals act as rationally as possible, given their:
Rather than optimise, individuals satisfice.
The result is that the investor takes steps and accepts short-term goals toward the ultimately desired goal
The investor does not necessarily make the theoretically optimal decision from a traditional finance perspective
Compare traditional and behavioural finance perspectives on portfolio construction and the behaviour of capital markets
Traditional finance assumptions:
Behavioural finance challenges these theories, although has not been able to provide a unified, alternative theory.
Four alternative behavioural models have been proposed:
1) Consumption and savings
2) Behavioural asset pricing
3) Behavioural portfolio theory
4) The adaptive markets hypothesis
Consumption and savings approach
TF = assumes investors are able to save and invest in earlier stages of life to fund later retirement
Consumption and savings = alternative behavioural life-cycle model: questions the ability to exercise self-control and suggests individuals instead show:
Behavioural asset pricing
CAPM:
Behavioural asset pricing model
- adds a SENTIMENT PREMIUM (to discount rate)
Behavioural portfolio theory (BPT)
BPT
Adaptive markets hypothesis (AMH)
AMH
A rational decision maker will follow four self-evident rules or axioms
1) Completeness
Assumes individuals know their preferences and use them to choose between any two mutually exclusive alternatives
Given a choice between D or E, they could prefer D, E, or be indifferent
2) Transitivity
Assumes individuals consistently apply their completeness rankings. If D > E > F, then D > F
3) Independence
Assumes rankings are also additive and proportional
4) Continuity
Assumes utility indifference curves are continuous, meaning that unlimited combinations of weightings are possible.
If F > D > E, there will be a combination of F and E for which the individual will be indifferent to D