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ARBITRAGE: Buying something in one market then immediately (or as soon as possible) selling it in another market for (hopefully) a higher price. Arbitrage is a common practice in financial markets. For example, an aspiring financial tycoon might buy a million dollars worth of Japanese yen in the Tokyo foreign exchange market then resell it immediately in the New York foreign exchange market for more than a million dollars. Arbitrage of this sort does two things. First, it often makes arbitragers wealthy. Second, it reduces or eliminates price differences that exist between two markets for the same good.

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SAVINGS ACCOUNTS: Accounts maintained by banks, savings and loan associations, credit unions, and mutual savings banks that pay interest but can not be used directly as money. These accounts, also termed transactions deposits, let customers set aside a portion of their liquid assets that COULD be used to make purchases. But to make those purchases, savings account balances must be transferred to checkable deposits or currency. However, this transference is easy enough that savings accounts are often termed near money. Savings accounts, as such constitute a sizeable portion of the M2 monetary aggregate.

     See also | bank | savings and loan association | credit union | mutual savings bank | checkable deposits | money | M1 | M2 | M3 | money supply | saving | near money |


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INJECTIONS-LEAKAGES MODEL

A macroeconomic model that balances non-consumption expenditures on production (injections) and non-consumption uses of income (leakages) that is used to identify the equilibrium level of, and analyze disruptions to, aggregate production and income. The injections-leakages model is based on the principles of Keynesian economics and provides an alternative to the standard aggregate expenditures (Keynesian cross) analysis. The three injections included in the model are investment expenditures, government purchases, and exports. The three leakages included in the model are saving, taxes, and imports. Three variations are the two-sector injections-leakages model (or saving-investment model), three-sector injections-leakages model, and four-sector injections-leakages model.

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