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nikki92
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Homework Statement
Proposition: If C(0)>0 and C(h)->0 as h-> infinity, then the covariance matrix gamma_n =[c(i-j)] for i,j- 1,2,...n of (x_!,...x_x)' is non singular for every n.
I want to convince myself that the converse is not true. (ie I want a counter example of a stationary process {x_t} such that Ganna_n is nonsingular for all n and c(h)-/->0 as h->infinity
Homework Equations
The Attempt at a Solution
I am not sure how to construct such a counter example.