Suppose that the processes for S1 and S2 are given by these two equations: dS 1 =
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Suppose that the processes for S1 and S2 are given by these two equations:
dS1= α1S1dt + σ1S1dZ1
dS2 = α2S2dt + σ2S2dZ2
The diffusions dZ1 and dZ2 are different. In this problem we want to find the expected return on Q, αQ, where Q follows the process
dQ = αQQdt + Qη1dZ1+ η2dZ2
Show that, to avoid arbitrage,
Expected ReturnThe expected return is the profit or loss an investor anticipates on an investment that has known or anticipated rates of return (RoR). It is calculated by multiplying potential outcomes by the chances of them occurring and then totaling these...
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