Goods and financial markets are interconnected through the IS-LM model.
The IS-LM model is fundamental in understanding the economic equilibrium in the short run.
Goods Market: Involves the relationship between investment and savings.
Financial Market: Involves the demand and supply for money.
Depicts interactions between goods and money markets.
Visualization considers the impact of investment and liquidity on money supply.
Money Supply (ππ) is controlled by the central bank (CB) through open market operations.
Money Demand (ππ·) is defined as:ππ· = $π πΏ(π)
High interest rate (π) increases bond attractiveness, leading to lower money demand.
Equilibrium condition for money market:ππ = ππ·.
Changes in ππ allow the CB to influence π.
Contractionary Monetary Policy (MP): CB sells bonds, reducing circulation of money.
Consequences of decreased money supply:
Interest rates rise
Demand for money decreases.
History of the IS-LM model and its evolution.
Derivations involved in the model.
Examination of the Goods Market and IS Relation.
Financial Markets and the LM Relation.
Applications of monetary and fiscal policies in the model.
Further discussion on key components:
Fiscal policies
Monetary policies
How they mix in the IS-LM framework.
Keynes published "General Theory of Employment, Interest, and Money" in 1936.
Key emphasis: Aggregate demand's role in determining output in the short run.
Model referred to as the Keynesian cross, where output (π) relies on demand (π).
John Hicks recognized Keynesβ contributions, particularly regarding goods and financial markets.
Alvin Hansen extended Hicks' ideas in the 1940s, formalizing the IS-LM model.
The model continues to be relevant after 70 years of development.
The IS-LM model efficiently describes short-run economic conditions.
Prices are considered sticky and do not change quickly to new economic conditions.
Unrealistic to assume constant prices over long periods, but acceptable for many economic events.
Demand (π) = πΆ + πΌ + πΊWhere:
πΆ = Consumption
πΌ = Investment
πΊ = Government spending
Supply equals income (π).
Investment is not constant; depends on sales levels.
As π increases, investment (πΌ) increases, leading to borrowing dependent on interest rate effects.
π (real GDP) and πΌ (investment) trend together; however, πΌ tends to fluctuate more.
Despite its smaller share in GDP, investment significantly affects economic health.
Equilibrium occurs when total demand (π) equals total output (π).
It is characterized by the marginal propensity to consume (MPC) and invest (MPI) being less than 1.
When interest rates increase, downward shifts in the π curve lead to decreased equilibrium output (π).
Highlighted negative relationship: as interest rates climb, output tends to fall.
The IS curve represents equilibrium, where investment equals savings and taxes account for government borrowing and spending.
Lower interest rates (π β) result in higher equilibrium output (π β).
Each point on the IS curve shows goods market equilibrium.
Each point on the LM curve indicates money market equilibrium.
Y = C(Y - T) + I(Y, i) + G
Equilibrium is achieved where IS curve and LM curve intersect, indicating balance in both markets.
An increase in taxes (π β) to reduce budget deficits affects output negatively, leading to a leftward IS curve shift.
Consider short-run and long-run implications:
Short-run: potential reduction in economic strength
Long-run: focus on debt sustainability.
Increased taxes will reduce goods market equilibrium output, shifting the IS curve leftward.
Monetary easing involves lowering interest rates by increasing the money supply (ππ).
Contraction results in increasing interest rates (π β) through decreasing money supply (ππ β).
Historical examination of Bill Clintonβs policies to reduce budget deficits via tax increases and spending cuts while pursuing monetary expansion to stabilize output.
Future discussions will focus on the labor market, transitioning from the demand to the supply side of the economy.