The LM (Liquidity-Money) Relation
The Central Bank (CB) selects the interest rate, denoted as π.
The target interest rate (rtarget) signifies the goal set by the Central Bank.
The Money Market and the LM Relation
Money Supply (ππ):
Determined by the Central Bank and is adjusted through open market operations (OMOs).
Money Demand (ππ·):
Represents the demand for liquidity for transactions and is influenced by the interest rate from bonds.
Equilibrium Condition:
The formula ππ = ππ· indicates market equilibrium.
Real Money Supply: ππ/π
Real Money Demand: ππ·/π
If the price level (π) remains constant, the Central Bank can change the real money supply by altering the money supply (ππ).
Given Level of Output (π)
Real Money Supply is represented as ππ/π.
Real Money Demand behaves as: ππ·/π = ππΏ(π).
Money Market Equilibrium Condition states: π/π = ππΏ(π).
Effect of Increased Output (π)
When output rises to πβ²:
Money Demand (ππΏ(π)) increases for all values of interest rate (π), causing the ππ·/π curve to shift to the right.
To maintain the interest rate (π), the Central Bank increases money supply (ππ), which also shifts the ππ/π curve to the right.
The IS-LM Model
Each point on the IS curve reflects equilibrium in the goods market.
Each point on the LM curve indicates equilibrium in the money market.
General Equilibrium in the Short Run
IS Curve Equation:
π = πΆ(π β π) + πΌ(π, π) + πΊ
LM Curve Equation:
π = πΜ
The intersection of the IS and LM curves denotes equilibrium in both markets.
Fiscal Contraction/Consolidation
Refers to government decisions aimed at reducing the budget deficit, often through tax increases (π β) while maintaining government spending (πΊ) constant.
Fiscal expansion involves increasing deficits via higher government spending or tax reductions.
The rationale for fiscal contraction can be seen in the context of bolstering short-run economic strength and promoting long-term sustainability of government debt.
Real World Examples
US Case:
Common budget deficits with rising debt-to-GDP ratios.
Greek Crisis (2009-2010):
Skyrocketing debt led to tax increases and reductions in public spending.
Public Response to Austerity
Widespread public protests in response to austerity measures, notably in Athens in May 2011.
Impact of Increased Taxes in the Short Run
Higher taxes (π β) shift the IS curve left, reducing output (π) at any interest rate (π).
Increases in government spending (πΊ β) or consumption (π0 β) can help counteract this contraction.
Shifted IS Curve Diagram
demonstrates the leftward shift of the IS curve (IS') due to increased taxes, showing a new equilibrium output in relation to LM.
Effects of Increased Taxes
Result in decreased equilibrium output (π β), with the IS curve shifting leftward.
As output declines, money demand (ππ·) falls too, prompting the Central Bank to decrease money supply (ππ) to keep the target interest rate stable.
Behind the Scenes Diagram
Visualizes the movements in the money market as interest rates fluctuate due to tax increases.
Impact on Key Economic Variables
Evaluating changes in consumption (πΆ), investment (πΌ), government spending (πΊ), taxes (π), public saving, and private saving in response to fiscal adjustments.
Monetary Expansion/Easing
The Central Bank can lower the interest rate (π) by increasing the money supply (ππ).
Conversely, monetary contraction occurs as interest rates rise due to a decrease in money supply.
Reactions to Economic Demands
In response to the COVID-19 pandemic, interest rates were lowered by Federal Reserve statements aimed at maximizing employment and stability.
Diagram of Decreased Interest Rates
Illustrates the shifts in the LM and IS curves while keeping equilibrium conditions intact after a reduction in interest rates.
Effects of Increased Money Supply
An increase in the real money supply results in lower equilibrium interest rates (π β).
Movement along the IS curve is initiated by the lower interest rates, leading to an increase in output (π β).
Interactions in Economic Markets
Further analysis reflects the balance between goods market equilibrium and money market equilibrium.
Further Analysis of Economic Variables
Identify how fiscal policy changes influence consumption, investment, government spending, taxes, public saving, and private saving.
Fiscal Consolidation with Monetary Expansion Example
President Clinton's method of fiscal contraction (higher taxes) paired with monetary expansion effectively addressed budget deficits without triggering a recession.
Fiscal Revenue and Outlays Chart
Displays the total revenues and outlays as a percentage of GDP over time for illustrative analysis.
Stabilizing Output Through Policy Adjustments
Moving from point A to A' aims at stabilizing GDP while concurrently lowering interest rates.
Outline for Next Class
Transition towards the study of the labor market, focusing on the supply side of the economy.
Upcoming topics will define natural unemployment rates and natural output levels.