Course: BEE2045 Economics of Diversity and Inclusion
Institution: University of Exeter, Business School
Focus: Theories of discrimination (Part 1)
Two main classes: Competitive Models and Collective Models.
Competitive Models: Focus on individual maximizing behavior, which may involve discrimination.
Collective Models: Examine how groups act against one another.
Predominant focus of economic analysis has been competitive models.
Competitive models further divided into:
Taste-Based Models: Discrimination based on preferences.
Statistical Models: Discrimination based on statistical characteristics.
Definition: Discrimination occurs if minority group members are treated differently compared to majority group members with the same productivity characteristics.
Wage equation for individual i:
ππ = πππ½ + πΌππ + ππ
Where:
(ππ): Vector of observable productivity characteristics
(ππ): Indicator for minority group status
Suppose (ππ) captures the productive characteristics perfectly, and if (ππ) is uncorrelated with the error term (ππ):
Discrimination indicated by negative ( πΌ < 0 ).
The impact of ( Zi) on productivity must be considered.
Example: In sectors like entertainment, customers may prefer certain racial or gender traits of employees.
Question whether production technology (π½) is truly exogenous.
Historical example: Strength requirements in firefighting limiting women's entry, indicating engineering of physical requirements.
Pre-market discrimination or anticipated discrimination may reduce ( Xi ) for minority groups.
Consequences: Poor education systems or rational beliefs about labor market biases.
Definition by Becker (1957): Discrimination occurs when individuals incur a cost to minimize interaction with specific groups.
Employers may refuse to hire workers from undesirable groups, even if they are qualified.
Majority group = A, Minority group = B.
Utility function to maximize:
π = ππΉ ππ + ππ β π€πππ β π€πππ β π π΅π
( d ): Taste parameter reflecting the firmβs level of discrimination.
Firm optimization leads to discrimination when ><
( d > 0 ): Indicates prejudice by the employer.
Conditions for hiring: Employers will hire B group members only if the wage differential compensates for the taste parameter ( d ).
Optimal hiring approach determined by:
First Order Conditions from utility maximization.
Cumulative density function ( G(d) ) helps to analyze prejudice in the employer population.
Factors governing wage determination based on worker types.
Conditional on the fraction of discriminating employers, wage differential ( w_b - w_a < 0 ) will arise.
Importance of non-discriminating employers in providing equitable wage solutions.
Free entry leads to non-discriminating firms expanding into profitable zones vacated by discriminatory firms.
Long-term effects: Proper elasticity within the market can eliminate discrimination.
Discriminating tastes promote occupational segregation into 'tolerant' jobs.
Evidence: LGBTQ+ workers favor tolerant occupations, indicating a pattern of self-segregation in professional environments.
Frictions introduced in job search can help sustain discrimination in equilibrium.
Profit-making nepotism leads to unique conditions preventing the exit of discriminatory employers from the market.
Upcoming topics include Statistical Discrimination and Extensions.
Insight from culture: "Shrek the Musical" points towards discussions on institutional discrimination.
Slides adapted from notes by David and Heidi Williams.