A
ActuaryStudentUK
Member
Anyone got better solutions for this.
I don't get this - question 5 has dB = B{ r(1-(mu)(T-t))dt - (sigma)(T-t)dZ }
which gives m(t,T) = r(1 - (mu)(T-t)) and s(t,T) = - (sigma)(T-t)
so if you calculate the market price of risk
(gamma) = [m(t,T) - r]/s(t,T)
they get (mu) / [(sigma)r]
I get (mu)r / [sigma]
Am I wrong or is it the solutions again?
I don't get this - question 5 has dB = B{ r(1-(mu)(T-t))dt - (sigma)(T-t)dZ }
which gives m(t,T) = r(1 - (mu)(T-t)) and s(t,T) = - (sigma)(T-t)
so if you calculate the market price of risk
(gamma) = [m(t,T) - r]/s(t,T)
they get (mu) / [(sigma)r]
I get (mu)r / [sigma]
Am I wrong or is it the solutions again?