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- W2107024098 abstract "We analyse the correlation and limit behaviour of partial sums for the stationary stochastic process (f(Tt(x)),µ),t = 0,1,..., for functions f of superpolynomial variation, the class defined below (which includes the Hölder functions), where T:Σ+→Σ+ is the left shift map on Σ+ = Π0∞{0,1} and µ is the non-atomic equilibrium measure of a non-Hölder potential g = gγ belonging to a one-parameter family, indexed by γ>2." @default.
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- W2107024098 date "2001-07-24" @default.
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- W2107024098 title "Exact bounds for the polynomial decay of correlation, 1/<i>f</i>noise and the CLT for the equilibrium state of a non-Hölder potential" @default.
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