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Nonlinear Log-Periodogram Regression for Perturbed Fractional Processes. (2002). Sun, Yixiao ; Phillips, Peter.
In: Cowles Foundation Discussion Papers.
RePEc:cwl:cwldpp:1366.

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  1. Semiparametric estimation in perturbed long memory series. (2006). Arteche, Josu ; University of the Basque Country, .
    In: Computing in Economics and Finance 2006.
    RePEc:sce:scecfa:22.

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References

References cited by this document

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  4. Annals of Statistics 23, 1048-1072. Robinson, P. M., 1995b. Gaussian semiparametric estimation of long range dependence.
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  5. Annals of Statistics 23, 1630--1661. Shimotsu, K. and P. C. B. Phillips, 2001. Exact local Whittle estimation of fractional integration. Cowles Foundation, Yale University.

  6. Breidt, F. J. , N. Crato and P. De Lima, 1998. The detection and estimation of long memory in stochastic volatility. Journal of Econometrics 83, 32-348.

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  8. Geweke, J., and S. Porter-Hudak, 1983. The estimation and application of long memory time series models. Journal of Time Series Analysis 4, 221-38.
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  9. Granger C. W. J. and F. Marmol, 1997. The correlogram of a long memory process plus a simple noise. Department of Economics, University of California, San Diego.

  10. Henry, M. and P. M. Robinson, 1996. Bandwidth choice in Gaussian semiparametric estimation of long range dependence. in: P. M. Robinson and M. Rosenblatt, eds., Athens Conference on Applied Probability and Time Series in memory of E. J. Hannan: Volume II.
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  11. Henry, M., 1999. Robust automatic bandwidth for long memory. Department of Economics, Columbia University.
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  16. Kunsch, H., 1986. Discrimination between monotonic trends and long-range dependence.
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  17. Phillips, P. C. B., 1999. Discrete Fourier transforms of fractional processes. Cowles Foundation, Yale University.

  18. Robinson, P. M., 1995a. Log-periodogram regression of time series with long range dependence.
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  19. Sun, Y., and P. C. B. Phillips, 2000. Perturbed fractional process, fractional cointegration and the Fisher hypothesis. Department of Economics, Yale University.
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  20. Velasco, C., 2000. Non-Gaussian log-periodogram regression, Econometric Theory 16, 44-79.

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