References
- Adak , S. 1996 . “Time-Dependent Spectral Analysis of Nonstationary Time Series,” , Stanford University . unpublished Ph.D. thesis
- Adak , S. and Sarkar , A. 1998 . “A Time-Frequency Search for Stock Market Anomalies,” . In Time-Frequency Representations: Algorithms and Applications , Boston , MA : Birkhauser .
- Amin , M. G. “Time and Lag Window Selection in Wigner–Ville Distributions,” . IEEE International Conference on Acoustics, Speech and Signal Processing . pp. 1529 – 1532 .
- Amin , M. G. 1991 . Spectral Smoothing and Recursion Based on the Nonstationarity of the Autocorrelation Function . IEEE Transactions on Signal Processing , 39 : 183 – 185 .
- André-Obrecht , R. 1988 . “New Statistical Approach for the Automatic Segmentation of Continuous Speech Signals,” . IEEE Transactions on Acoustic Speech and Signal Processing , 36 : 29 – 40 .
- Appel , U. and Brandt , A. V. 1983 . “Adaptive Sequential Segmentation of Piecewise Stationary Time Series,” . Information Sciences , 29 : 27 – 56 .
- Basseville , M. and Benveniste , A. 1983 . “Sequential Segmentation of Nonstationary Digital Signals Using Spectral Analysis,” . Information Sciences , 29 : 57 – 73 .
- Bloomfield , P. 1976 . Fourier Analysis of Time Series: An Introduction , New York : Wiley .
- Brieman , L. , Friedman , J. , Olshen , R. and Stone , C. 1984 . Classification and Regression Trees Wadsworth , CA
- Brillinger , D. 1991 . “Comments on Walsh-Fourier Analysis and Its Statistical Applications,” . Journal of the American Statistical Association , 86 : 481 – 182 .
- Bullen , K. and Bolt , B. 1985 . An Introduction to the Theory of Seismology , Cambridge , , U.K. : Cambridge University Press .
- Coates , D. and Diggle , P. 1986 . “Tests for Comparing Two Estimated Spectral Densities,” . Journal of Time Series Analysis , 7 ( 7 ) : 7 – 20 .
- Coifman , R. R. and Wickerhauser , M. V. 1992 . “Entropy Based Algorithms for Best-Basis Selection,” . IEEE Transactions on Information Theory , 38 : 713 – 718 .
- Cramér , H. 1942 . “On Harmonic Analysis in Certain Function Spaces,” . Arkiv f⊙r Matematik, Astronomioch Fysik , 28B : 1 – 7 .
- Dahlhaus , R. “Asymptotic Statistical Inference for Nonstationary Processes With Evolutionary Spectra,” . Athens Conference on Applied Probability and Time Series Analysis . New York : Springer-Verlag .
- Dahlhaus , R. 1997 . “Fitting Time Series Models to Nonstationary Processes,” . The Annals of Statistics , 25 : 1 – 37 .
- Dargahi-Noubary , G. 1981 . “A Statistical Comparison of Various Source Formulations for Explosions and Earthquakes,” . Journal of the International Association for Mathematical Geology , 13 ( 2 ) : 119 – 133 .
- Fan , J. and Gijbels , I. 1996 . Local Polynomial Modelling and Its Applications , London : Chapman and Hall .
- Gao , H.-Y . 1993 . “Wavelet Estimation of Spectral Densities in Time Series Analysis,” , Berkeley : University of California . unpublished Ph.D. thesis
- Kooperberg , C. , Stone , C. and Truong , Y. 1995 . “Logspline Estimation of a Possibly Mixed Spectral Distribution,” . Journal of Time Series Analysis , 16 : 359 – 388 .
- Mallat , S. and Zhang , Z. 1993 . “Matching Pursuit With Time-Frequency Dictionaries,” . IEEE Transactions on Signal Processing , 41 : 3397 – 3415 .
- Nason , G. P. 1996 . “Wavelet Shrinkage Using Cross-Validation,” . Journal of the Royal Statistical Society , 58 : 463 – 479 .
- Neuman , M. and Sachs , R. 1997 . “Wavelet Thresholding in Anisotropic Function Classes and Application to Adaptive Estimation of Evolutionary Spectra,” . The Annals of Statistics , 25 : 38 – 76 .
- Pawitan , Y. and O'Sullivan , F. 1994 . “Nonparametric Spectral Density Estimation Using Penalized Whittle Likelihood,” . Journal of the American Statistical Association , 89 : 600 – 610 .
- Priestley , M. 1965 . “Evolutionary Spectra and Non-Stationary Processes,” . Journal of the Royal Statistical Society , 27 : 204 – 237 .
- Priestley , M. 1966 . “Design Relations for Non-Stationary Processes,” . Journal of the Royal Statistical Society , 28 : 228 – 240 .
- Priestley , M. 1981 . Spectral Analysis and Time Series , London : Academic Press .
- Priestley , M. and Subba Rao , T. 1969 . “A Test for Stationarity of Time Series,” . Journal of the Royal Statistical Society , 31 : 140 – 149 .
- Sclove , S. L. 1983 . “Time Series Segmentation: A Model and a Method,” . Information Sciences , 29 : 7 – 25 .
- Spanias , A. , Loizou , P. , Chen , Y. and Hu , G. 1993 . “Analysis/Synthesis of Speech Using the Short-Time Fourier Transform and a Time-Varying ARMA Process,” . IEICE Transactions on Fundamentals , E76-A : 645 – 652 .