Question: Suppose the (vector) Markov process Xt, has the following dynamics, where the error term is jointly normal and serially uncorrelated. Suppose rt is a short
has the following dynamics,
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where the error term is jointly normal and serially uncorrelated. Suppose rt is a short rate, while Rt is a long rate.
(a) Derive a univariate representation for the short rate rt.
(b) According to this representation, is rt a Markov process?
(c) Under what conditions, if any, would the univariate process rt be Markov?
Rf Tt+A 11 012 | | rt
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