Modified: 2026-04-12 1:17 PM CDST
Newell, Simon, and Shaw were pioneers who created many avenues of research in cognitive psychology. Tversky and Kahneman gave rise to heuristics and prospect theory.
A: (4,000, .8) or B: (3000, 1.0)
N = 95 [.20] -----------[80]*
Certainty effect: In other words, take the sure thing.
C: (4,000), .20) or D: (3,000), .25)
N= 95 [65]* ------------[35]
Problem 2 is a restatement of Problem 1 but probabilities are divided by 4
Option C has a relatively larger reward
A: (-4,000, .80) or B: (-3,000, 1.0)
N=95 [92]*---------------[8]
- Problem 4
C: (-4,000, .20) or D: ((-3,000, .25)
N=95 [42]----------------[56]
Sure gain in Problem 2 is replaced by risky loss of 4,000
Reflection Effect: Risk aversion in for gains, risk seeking for lossesProblem 5 You have been given 1,000
A: (1,000), .50 or B: (500, .1.0)
N=70 [16]---------------[84]*
Problem 6 You have been given 2,000
C: (-1000, .50) or D: (-500, .1.0)
N=68 [69]*--------------[31]
Replicates Reflection Effect
But Final States of Wealth are identical (p. 206)
In Prospect Theory people perceive gains and losses to a neutral reference point
Utilities and probabilities undergo systematic cognitive distortions.
There are two phases in Prospect Theory: Editing and Evaluation
In editing, the following operations were proposed: coding, combination, segregation, cancellation)
The editing function was criticized as being not well-specified or parsimonious.Evaluation phase was better developed. In contrast to Expected Utility Theory it added a value function and a weighting function
People evaluate gains and losses relative to a neutral reference point
People tend to be risk averse to gains and risk-seeking to losses
The above lead to value function of Prospect Theory (video)Graph of Prospect Theory
From: https://www.economicsonline.co.uk/definitions/prospect-theory.html/
Problem 7
A: (5,000, .001) or B: (5, 1.0)
N=72 [72]*-----------[28]a
Here, people weigh large gain more than its expected value.
This is akin to buying lottery ticketProblem 8
C: (-5,000, .001) or D: (-5, 1.0)
N=72 [17]-----------[83]*
Here, people prefer the sure loss rather than risk a large on.
This is similar to buying insurance.
- So, Prospect Theory:
- Keeps the assumptions of Expected Utility Theory
- But maximizes expectations, not objective utilities
- Table 14.1 (p. 209) shows the Fourfold Pattern of choice behavior
Problem 9
A: one chance in a million to win $1 million
B. 90% chance to win $12 and 10% chance to win nothing
C: 90% chance to win $1 million and 10% chance to win nothings
Option C would hurt more, revealing that reference point of 0 does not apply to all probabilities
Problem 10
A: ($200, .04; $150, .21; $100, .50; $50, .21; $0, .04)
B: ($200, .20; $150, .20; $100, .20; $50, .20; $0, .20)
Here, there are multiple, ranked ways to win leading to cumulative probabilities (e.g., winning something)