Assume deterministic interest rates. Following our discussion in Section 12.1.4, derive the quanto effect of having a

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Assume deterministic interest rates. Following our discussion in Section 12.1.4, derive the quanto effect of having a stochastic funding spread assuming that the asset follows a standard lognormal process dXt = rtXtdt+oXtdWX and the funding spread follows a Hull-White process with constant parameters (except for time-dependent drift), i.e. dst = k(0(t)  st)dt + AdW and dwdw t pdt.Hence, see that if the correlation between the asset and the funding spread is zero, there is no quanto adjustment.

Section 12.1.4,

From our discussion earlier, it can be seen that funding is no longer an after-thought in the pricing of

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