Covered vs Uncovered Interest Rate Parity

Could somebody conceptually explain the difference between covered and uncovered interest rate parity?

covered interest rate parity connects price of spot, forward and interest rates: F = S*(1+Rdc)/(1+Rfc) and stands by arbitrage (has to be true at all times - otherwise there is an arbitrage opportunity). uncovered interest rate parity connects price of spot, expected spot price and inflation rates: E(S) = S*(1+Idc)/(1+Ifc) and doesn’t stand by arbitrage.

Thanks Maratikus

maratikus Wrote: ------------------------------------------------------- > covered interest rate parity connects price of > spot, forward and interest rates: > > F = S*(1+Rdc)/(1+Rfc) and stands by arbitrage (has > to be true at all times - otherwise there is an > arbitrage opportunity). > > uncovered interest rate parity connects price of > spot, expected spot price and inflation rates: > > E(S) = S*(1+Idc)/(1+Ifc) and doesn’t stand by > arbitrage. Maratikus… the second one is Purchasing Power Parity (expected spot price and inflation rates) Uncovered IRP: Countries with high nominal IR should see there currency depreciate E(S1)/S0 = [(1 + Rfc) / ( 1 + Rdc )] Spot in FC/DC

you are correct, chadtap. I messed up in my post.