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Consider a Two-Factor HJM Model Where the Initial Forward Curve TT

question 18

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Consider a two-factor HJM model where the initial forward curve is given as 6% for one year and 7% between one and two years.The evolution of continuously-compounded one-year forward rates beginning at time TT ,is given by the following binomial process with two shock terms: f(t+1,T) =f(t,T) +α±0.01±0.01f ( t + 1 , T ) = f ( t , T ) + \alpha \pm 0.01 \pm 0.01 ,where the forward rate movements are equiprobable.What this means is that the forward rate may move up by either 0.02 with probability 1/4,or move down by 0.02 with probability 1/4,or remain the same with probability 1/2.What is the price of a put option on a $100 notional,6.5% coupon bond,with a strike price of $100?

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