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- W2807208405 abstract "Existence, $L^2$-stationarity and linearity of conditional expectations $wwo{X_k}{...,X_{k-2},X_{k-1}}$ of square integrable random sequences $mathbf{X}=(X_{k})_{kinmathbb{Z}}$ satisfying [ wwo{X_k}{...,X_{k-2},X_{k-1},X_{k+1},X_{k+2},...}=sum_{j=1}^infty b_j(X_{k-j}+X_{k+j}) ] for a real sequence $(b_n)_{ninnat}$, is examined. The analysis is reliant upon the use of Laurent and Toeplitz operator techniques." @default.
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- W2807208405 date "2005-07-16" @default.
- W2807208405 modified "2023-09-27" @default.
- W2807208405 title "Non-Markov random fields with linear regressions - a Toeplitz operators approach" @default.
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