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The Money Supply Process
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3 Players in the MS Process
Central Bank: gov. agency overseeing the banking system, responsible for conduct of monetary policy
Banks: depository institutions, financial intermediaries accepting deposits from individuals and institutions, makes loans
Depositors: individuals and institutions that hold deposits in banks
Player: Central Bank
gov. agency overseeing the banking system, responsible for conduct of monetary policy
Player: Banks
depository institutions, financial intermediaries accepting deposits from individuals and institutions, makes loans
Player: depositors
individuals and institutions that hold deposits in banks
BoC’s Balance Sheet
Assets: securities, loans to financial institutions
Liabilities: currency in circulation, reserves
Securities (BoC Balance Sheet)
primarily securities issued by the gov. of Canada
Loans to financial institutions (BoC Balance Sheet)
loans/advances made to banks and other financial institutions
AKA borrowings from the BoC or borrowed reserves
Bank Rate: interest rate for these loans
Bank Rate
interest rate charged to banks for borrowed reserves
Currency in Circulation (BoC Balance Sheet)
BoC notes in circulation
Reserves / Settlement Balances (BoC Balance Sheet)
deposits of (large value transfer system) LVTS-associated banks held at the BoC + currency physically held by banks
Vault Cash
currency physically held by banks
Monetary Base
“high-powered money”
monetary liabilities of the BoC
currency in circulation + reserves
currency in circulation + (vault cash + settlement balances)
C + R
Types of Reserves
Reserves: desired reserves + excess reserves
Desired Reserves: reserves that banks desire to manage possible deposit outflows
Desired Reserve Ratio: for any individual bank, desired reserves expressed as a fraction of the deposits entrusted to the bank
fraction of deposits that the bank desires to be kept as reserves, ie. 5%
Excess Reserves: reserves in excess of desired reserves
Reserves
desired reserves + excess reserves
Desired reserves
reserves banks desire to manage possible deposit outflows
Desired Reserve Ratio
fraction of deposits that the bank desires to be kept as reserves
Excess Reserves
reserves in excess of desired reserves
Open Market Operations
Open market purchase: purchase of bonds by the BoC
Open market sale: sale of bonds by the BoC
ex. open market purchase
BoC buys $100 m of bonds from a bank with reserves
Bank T-account:
Assets: securities -100, reserves +100
Liabilities: no change
BoC’s T-account:
Assets: securities +100
Liabilities: reserves +100m
Net result: reserves increased by 100m, no change in currency in circulation
Thus MB has risen by 100m
T-account
lists the changes that occur in the balance sheet items, starting from initial balance sheet position
ex. open market sale
BoC sells 100m of bonds to a bank
BoC’s T-account:
Assets: securities -100
Liabilities: reserves +100
Thus, MB reduced by 100m
ex. deposits shifts into currency
public withdraws $100m in cash from chequable deposits
Nonbank public T-account:
Assets: chequable deposits -100, currency +100
Liabilities: no change
Bank T-account:
Assets: reserves -100m
Liabilities: chequable deposits -100
from reserves
BoC T-account:
Assets: no change
Liabilities: currency in circulation +100, reserves -100
Thus, action of the public has not affected MB
MB unaffected by public’s increased desire for cash
ex. Loans to Financial Institutions
BoC makes a $100m loan to a bank, bank is credited with $100m of reserves
Bank T-account:
Assets: reserves +100
Liabilities: loan +100
BoC T-account
Assets: loan +100
Liabilities: reserves +100
Monetary liabilities of the BoC have increased by $100m, and so has monetary base
Overview of the BoC’s ability to control the monetary base
open market operations controlled completely by the BoC
however, BoC cannot determine amt of borrowing done by banks from BoC
loans to banks: takes 2 parties to agree, not just BoC
BoC sets the bank rate (interest rate on loans to banks), banks ultimately make the decision about whether to borrow
degree of control by the BoC gives another way to break down MB: MB = MB_n + BR
MB_n: nonborrowed monetary base (completely controlled by BoC)
BR = borrowed reserves from BoC (less tightly controlled by the BoC)
Simple Model: Multiple Deposit Creation
when BoC supplies banks with additional $1 reserves, deposits increase by a multiple of this amount
Simple Deposit Multiplier: multiple increase in deposits generated from an increase in the banking system’s reserves
ex. in examples, 10%
ex. Multiple Deposit Creation
BoC buys $100m in bonds from FNB (bank), FNB reserves increase by 100m and securities decrease by 100m
FNB T-account:
Assets: securities -100, reserves +100
Liabilities: no change
assume FNB does not want to hold excess reserves (earn more by loaning to public) → with new reserves, loans out excess 100m
FNB sets up chequing account for borrower and puts 100m in account
FNB alters balance sheet by increasing liabilities with 100m of chequable deposits, assets with 100m loans
FNB T-account (ctd):
Assets: securities -100, reserves +100, loans +100
Liabilities: chequable deposits +100
after 100m has been extended, reserves presumably will not remain in chequing deposit for long
borrowers took out loans to use, not to sit idle
borrowers use to purchase goods/services
when borrowers make purchases, cheques will be deposited to other banks, 100m reserves leaving FNB (chequable deposits at FNB also drops to 0)
FNB T-account (final):
Assets: securities -100, loans +100
Liabilities: gone
once deposited in bank A:
Assets: reserves ++, loans ++
Liabilities: chequable deposits (total reserves + loans) ++
they keep ex. 10% in reserves, the rest is loaned out again
rinse and repeat
Simple Deposit Multiplier
multiple increase in deposits generated from an increase in the banking system’s reserves
Formula for Multiple Deposit Creation
total reserves = desired reserves + excess reserves
R = DR + ER
DR = r_d x D
desired reserve = desired reserve ratio x amt of chequable deposits
banks set r_d < 1
alt ver:
change in desired reserves = simple deposit multiplier x change in total reserves
Critique of the Simple Model
holding cash stops the process
currency has no multiple deposit expansion
banks may not use all of their excess reserves to make loans
BoC is not the only player with behaviour influencing level of deposits and therefore money supply
depositors’ decision (regarding how much currency to hold) and banks’ decisions (regarding amt of reserves to hold) can also affect MS
Factors Determining Money Supply (BECND)
Nonborrowed monetary base MB_n: money supply is positively related to MB_n
Borrowed reserves: MS positively related to BR from BoC
Desired Reserves Ratio: MS negatively related
Currency Holdings: MS negatively related, holding ER const
Excess Reserves: MS negatively related
Money Multiplier
m in MS = m x MB
Money Supply (MS)
MS = C + D
sum of currency and chequable deposits
Deriving Money Multiplier
Assumptions:
desired holdings of C grow proportionally with D
Currency Ratio: c = C/D
ER grow proportionally with D
Excess Reserves Ratio: e = ER/D
so assume c and e are constant in EQ
there is sufficient demand for loans
M = 1+c / r_d + e + c x MB
c: currency ratio, set by depositors
e: excess reserves ratio, set by banks
r_d: desired reserve ratio, set by banks
Currency Ratio
c = C/D
Excess Reserves Ratio
e = ER/D
Money Multiplier Relationships
r_d and m: inversely related
e and m: inversely related
if (r_d + e) < 1
c and m: inversely related
Money Multiplier Application
money multiplier suggests that decreasing c would raise money multiplier → increases MS by more than observed
as it turns out, effects of c declining entirely offset by rise in e
happens during/following global financial crisis and covid