Prove Proposition 15.4, i.e. prove that dF under Q has the form
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Prove Proposition 15.4, i.e. prove that dF under Q has the form

Exercise 15.1 Consider a claim Φ (X(T)) with pricing function F(t, x). Prove Proposition 15.4, i.e. prove that dF under Q has the form

dF=rFdt+ {...}dW,

where W is a Q-Wiener process.

Hint: Use Itô's formula on F, using the Q-dynamics of X. Then use the fact that F satisfies the pricing PDE.

Hint
StatisticsIto's Lemma is the main component in the Ito Calculus, which is used to determine the derivative of a time-dependent function of the stochastic process. It also performs the role of the chain rule in a stochastic setting, which is analogous to the chain rule in ordinary differential calculus....

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