Fisher effect is an important exchange rate model developed by Irving Fisher in 1930.

The Fisher effect provides the relationship between the nominal interest rates, inflation and real interest rates. According to Fisher effect, the nominal interest rate is the sum of real interest rate and expected inflation. It can be expressed as below:

$R\_{Nom}=R\_{Real}+E\[I]$

Where,

R_Nom is the nominal interest rate

R_Real is the real interest rate

E[I] is the expected inflation

It is important to understand the difference between the nominal and real interest rates. Nominal interest rates are what people see everyday as published by banks and other institutes. For example, when a bank says that you will earn 6% on savings deposits, they are talking about the nominal interest rate. On the other hand, real interest rates take purchasing power parity into consideration. That’s the rate, which tells how much more you will be able to buy with your grown investment after one year.

Assume a bank is offering you an interest rate of 5% on your deposits and the expected inflation is 3%, then the real interest rate you earn is just 2% keeping the inflation in mind. In terms of real value of money, your investment will grow only by 2%. If you deposit $100 at the beginning of the year, your deposit will grow to $105 by the end of the year. However your $105 will not buy you 5% more stuff. It will buy you only 2% more stuff. This is because due to inflation, all the stuff has become expensive by 3%.