2009/7/3 RON70 <
ron_michael70@...>
>
> This is a finance related question in the sense that I have come accross
> this
> kind of problem in Co-Integration matrix construction in a VECM. I am
> explaing how :
>
> Suppose I have 2 endogeneous variables and 3 exogeneous variable all are
> I(1) and assumed to have cointegration relationships among them. Let say
> the
> DGP is
>
what do you mean by exogenous?
>
> y[t] = alpha * t(beta) * (y[t-1] : x[t-1]) + ..................
left should be differenced
>
>
> pi = alpha * t(beta)
>
> Obviously dimension of y vector is 2 and x vector is 3. Therefore there
> could be more than 2 cointegrating relationships in that.
if you have more than two cointegrating relationships: I would say x is not
exogeneous
Hence rank of pi
> is in principle more than 2. As number of co-integrating relationships is
> estimated on looking at rank of pi matrix. However number of rows there is
> :
> 2.
>
I am trying to understand this scenario here. In this case, can usual
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