Input-Output Analysis Flashcards
Week 5 & 6
What does IO analysis enable? Why can’t econometric models be used?
- To trace the effects of changes in demand in one sector of the economy on demand in other sectors
- Econometric models only forecast demand in one sector- cannot show the relation between variables
Using Oil price shocks as a case study, show how IO works
- Oil and gas are inputs in the production process for many other goods and services
- Oil and gas is also a major industry
- Downturn in oil prices cause lower capital expenditure
What are the direct and indirect implications of falls in oil prices
- DIRECT: Investment and production fall so jobs are lost
- SECONDARY: Slowdown in the steel and fracking industry, less demand for labour of lawyers and engineers
In the US, how much does the Oil industry account for of capital expenditure?
- 14%
What are IO tables?
- A tool for cross-checking the consistency of Government statistics
- The tables can analyse how changes can impact other industries
Briefly outline the history of IO tables
- First introduced in the Tableau Economique by Francois Quesnay (1756)
- Wassily Leontief produced a series of detailed IO matrices for the US economy 1919-39
- This won him a Nobel Prize in 1973
How do you interpret xᴬᴮ in the IO table?
- How much industry B buys from industry A
- How much industry A sells to industry B
What are more properties of an IO table?
- Purchases are in columns
- Sales are in rows
- Xᴬᴬ is the inter-industry trading
- Total demand = Total output
What do primary inputs comprise of?
- Primary inputs consist of payment to workers, owners of capital and the Government
What do final demands comprise of?
- Sales to ultimate consumers:
- This can be boiled down to; households, Governments, fixed formation of capital, and net exports
- This gives us the equation;
C + I + G + NX = GDP
What is the transaction Matrix?
- The matrix illustrating the elements of the IO table indicating intermediate sales and purchases
How can you find the direct requirements matrix? What can this do?
- Dividing each component of the transaction matric by sector output
- Shows the direct impact of changes in sectoral demand
- If output changes by £1
Prove Leontief’s inverse matrix formula
- d = Ad + f
- Subtracting Ad from both sides, we see:
- d - Ad = f
- Factoring d out and dividing by (I-A) where I is the identity matrix
- d = f / (I-A)
- Making L = (I-A)⁻¹, d =Lf
How can IO analysis be used to forecast?
- Using multipliers, we can predict the effect of a change in the economy
What are some examples of multipliers?
- Output Multipliers
- Employment Multipliers
- Household income Multipliers
- Other Multipliers