IRENA BLAZINCIC
Member
Hi David,
Repurchase-to-maturity agreement – this is equivalent to long forward contract, basically they agreed to buy European bonds in the future at price equal to par?
Value of RTM agreement = value of long forward = (F - K) exp (-rT)
Where F is forward price today, and K is par value of bond.
But the market price of bonds declined significantly, so forward price F was lower then par, and value of forward contract was negative (and this would have negative impact on P/L)
I don’t really understand the part: “and then used the probability as a factor discounting the valuation of the derivatives.” I guess PWC and regulators don’t understand this too
Are there circumstances where this last step in valuation of forward would be justified?
Repurchase-to-maturity agreement – this is equivalent to long forward contract, basically they agreed to buy European bonds in the future at price equal to par?
Value of RTM agreement = value of long forward = (F - K) exp (-rT)
Where F is forward price today, and K is par value of bond.
But the market price of bonds declined significantly, so forward price F was lower then par, and value of forward contract was negative (and this would have negative impact on P/L)
I don’t really understand the part: “and then used the probability as a factor discounting the valuation of the derivatives.” I guess PWC and regulators don’t understand this too
Are there circumstances where this last step in valuation of forward would be justified?