Interest rates

Interest rate parity

Interest rate parity is a no-arbitrage condition representing an equilibrium state under which investors interest rates available on bank deposits in two countries. The fact that this condition does not always hold allows for potential opportunities to earn riskless profits from covered interest arbitrage. Two assumptions central to interest rate parity are capital mobility and perfect substitutability of domestic and foreign assets. Given foreign exchange market equilibrium, the interest rate parity condition implies that the expected return on domestic assets will equal the exchange rate-adjusted expected return on foreign currency assets. Investors then cannot earn arbitrage profits by borrowing in a country with a lower interest rate, exchanging for foreign currency, and investing in a foreign country with a higher interest rate, due to gains or losses from exchanging back to their domestic currency at maturity. Interest rate parity takes on two distinctive forms: uncovered interest rate parity refers to the parity condition in which exposure to foreign exchange risk (unanticipated changes in exchange rates) is uninhibited, whereas covered interest rate parity refers to the condition in which a forward contract has been used to cover (eliminate exposure to) exchange rate risk. Each form of the parity condition demonstrates a unique relationship with implications for the forecasting of future exchange rates: the forward exchange rate and the future spot exchange rate. Economists have found empirical evidence that covered interest rate parity generally holds, though not with precision due to the effects of various risks, costs, taxation, and ultimate differences in liquidity. When both covered and uncovered interest rate parity hold, they expose a relationship suggesting that the forward rate is an unbiased predictor of the future spot rate. This relationship can be employed to test whether uncovered interest rate parity holds, for which economists have found mixed results. When uncovered interest rate parity and purchasing power parity hold together, they illuminate a relationship named real interest rate parity, which suggests that expected real interest rates represent expected adjustments in the real exchange rate. This relationship generally holds strongly over longer terms and among emerging market countries. (Wikipedia).

Interest rate parity
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FRM: Interest rate parity (IRP)

Interest rate parity gives us a theoretical link between the spot currency exchange rate and the forward currency exchange rate (it is a flavor of the cost of carry model). For more financial risk videos, visit our website! http://www.bionicturtle.com

From playlist FX

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Interest rate parity: visual/mathematical (FRM T3-21b)

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From playlist Financial Markets and Products: Intro to Derivatives (FRM Topic 3, Hull Ch 1-7)

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Why par yields are the best interest rate measure

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From playlist FRM applications

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Par yields are swap rates (FRM T3-13)

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From playlist Financial Markets and Products: Intro to Derivatives (FRM Topic 3, Hull Ch 1-7)

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Par yield

The yield (aka, yield to maturity, YTM) is the single rate that correctly prices the bond; it impounds the spot rate curve. For each coupon bond, there is a different implied yield. The PAR YIELD is the yield (YTM) for a bond that happens to price at par, and therefore is equal to this bon

From playlist Bonds: Yields

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From playlist Finance: Simple and Compounded Interest

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From playlist Financial Math

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Pricing Interest Rate Swaps

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From playlist Swaps

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Interest rate parity applies cost of carry model (FRM T3-21)

[my xls is here https://trtl.bz/2uIVV9R] Interest rate parity applies the cost of carry (COC) model to enforce an equilibrium (indifference) between two choices: 1. translate the 1,000 EURs immediately at the spot FX rate, and subsequently grow them at the USD risk-free rate for two years;

From playlist Financial Markets and Products: Intro to Derivatives (FRM Topic 3, Hull Ch 1-7)

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From playlist 2020 Theory Winter School

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From playlist Class 2: An Introduction to Options

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From playlist MIT 6.451 Principles of Digital Communication II

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From playlist Financial Options Theory with Mathematica

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From playlist Financial Math

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From playlist MIT 6.02 Introduction to EECS II: Digital Communication Systems, Fall 2012

Related pages

Credit risk | Covered interest arbitrage | Cointegration | Rate of return | Real interest rate | Correlation | Foreign exchange swap | Exchange rate | Purchasing power parity | Statistical hypothesis testing | Empirical evidence | Interest rate