Labour Economics Pt. 1 Flashcards
What is the motivation between the flow / matching approach to the labour market?
- people move between employment, unemployment and inactivity
- the labour market is dynamic and understanding its dynamics is important for policy makers
What are the 3 labour market states?
N = employed
U = unemployed
I = inactive
Pop= N + U + I
What are the labour market rates?
- Labour force: LF = N + U
- Unemployment rate: u = U/LF
- Employment rate: n = N/POP
- Non-participation rate: I/Pop = 1 - PR
- Participation rate: PR= (U+N)/Pop = LF / Pop
What is the job finding rate?
U -> N flow / U
It is the proportion of unemployed finding a job.
What is the job-to-job flow rate? Or ‘labour market churn’?
How many people change jobs as a proportion of N.
Fact: highest level reached in 2021 during the ‘Great Resignation’
Is there aa 1-to-1 relationship between n and u?
No. There is no 1 to 1 relationship between the 2. If u falls, n will rise only if PR remains constant.
Why?
- n=PR(1-u)
- u=1 - (n/PR)
Which of the following variables are pro-cyclical? Which are counter-cyclical?
u, n, i, PR
Pro-cyclical (rising during recovery): N, PR
Counter-cyclical (drops during a recovery): u, i
Labour force policies and greater impacts:
- policies that reduce unemployment by reducing the Labour Force (early retirement)
Can reduce n too, because PS shifts down and WS shifts up.
- policies that seek to increase the LF (e.g.: later retirement age)
Tend to increase employment.
What is the search theory?
Unemployment (employment, inactivity) is in ‘flowing’ equilibrium when flows into & out of unemployment are equal.
This type of equilibrium is called ‘flow equilibrium’.
What does flow equilibrium require?
H = S
Hires (flows from unemployment to employment)
Separations (flows from employment to unemployment)
Inactivity is ignored in this model.
What is a matching function? What is its algebraic form?
A matching function is a mathematical relationship that describes the formation of new relationships.
H= α x m(U, V), where α= matching efficiency
H higher if:
- α higher
- U higher
- V higher
What is S’s algebraic form?
S = sN, where s is the exit rate from employment;
s assumed constant and exogenous
What is the algebraic form of the flow equilibrium?
H = S
α x m(U,V) = sN
What is the trade off in the flow equilibrium?
Since s = α x m (U/N, V,N) and s is a constant number,
there is an inverse relationship (trade-off) between U and V.
When U is high, V must be low. When V is high, U must be low.
What does the Beveridge curve show?
The Beveridge curve shows the combinations of U/N and V/N for which the labour market is in flow equilibrium (s constant along the Beveridge curve).