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Assume that the discount rate is exactly 0 (and the following monetary values are in $million). Picking a time horizon, T, you are told that
Assume that the discount rate is exactly 0 (and the following monetary values are in $million). Picking a time horizon, T, you are told that (as calculated at time zero), for a particular portfolio, the EPE is 3 and the ENE is 8 (both corresponding to T). Is this enough to deduce the expected valuation (again measured at time 0) of that portfolio, corresponding to time horizon T (ie what we would call in the class: E[VT] )? If so, what is it?
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