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Suppose = 4, u = 2, d = 1/2, and r = 1/4. Let N = 2. Consider an American call option with strike price

Suppose image text in transcribed = 4, u = 2, d = 1/2, and r = 1/4. Let N = 2. Consider an American call option with strike price K = 5. Use backward algorithm to evaluate image text in transcribed

image text in transcribed

What does very much technical mean?

SO 2. Theorem 4.4.3. We have the following American pricing algorithm for the path-dependent derivative security price process given by Definition 4.4.1: Vn(wi ...WN) = max{Gn(wi...WN),0}, (4.4.10) (4.4.11) Vn/w...wn) = max {Gaw....wn), [pVu+1(w.wm) + Vn+1(w...wq7)}} 1 1+r for n = N -1,...,0. SO 2. Theorem 4.4.3. We have the following American pricing algorithm for the path-dependent derivative security price process given by Definition 4.4.1: Vn(wi ...WN) = max{Gn(wi...WN),0}, (4.4.10) (4.4.11) Vn/w...wn) = max {Gaw....wn), [pVu+1(w.wm) + Vn+1(w...wq7)}} 1 1+r for n = N -1,...,0

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