Subba Rao, T. (ed.) Developments in time series analysis. In honour of Maurice B. Priestley. (English) Zbl 0846.00010 London: Chapman & Hall. xxviii, 433 p. (1993). Show indexed articles as search result. The articles of this volume will be reviewed individually.Indexed articles:Granger, C. W. J., Positively related processes and cointegration, 3-8 [Zbl 0879.62080]Newbold, P.; Agiakloglou, C.; Miller, J., Long-term inference based on short-term forecasting models, 9-25 [Zbl 0878.62064]Wilson, G. Tunnicliffe, Developments in multivariate covariance generation and factorization, 26-36 [Zbl 1126.62347]Harrison, P. J.; Veerapen, P. P., Incorporating and deleting information in dynamic models, 37-49 [Zbl 0880.62088]Bhansali, R. J., Order selection for linear time series models: A review, 50-66 [Zbl 0883.62095]Kramer, M.; Rosenblatt, M., The Gaussian log likelihood and stationary sequences, 69-79 [Zbl 0879.62083]Pham, T. D., On the asymptotic expansions for the bias and covariance matrix of autoregressive estimators, 80-100 [Zbl 0879.62085]Chanda, K. C., Asymptotic properties of serial covariances of orders which increase with sample size, 101-109 [Zbl 0881.62091]Azrak, R.; Mélard, G., Exact maximum likelihood estimation for extended ARIMA models, 110-123 [Zbl 0880.62086]Hannan, E. J., Determining the number of jumps in a spectrum, 127-138 [Zbl 0880.62095]Parzen, E., Stationary time series analysis using information and spectral analysis, 139-148 [Zbl 0878.62063]Walker, A. M., Periodogram analysis for complex-valued time series, 149-163 [Zbl 0880.62097]Janacek, G., A spectral approach to long memory time series, 164-179 [Zbl 0949.62561]Cheng, B.; Tong, H., Nonparametric function estimation in noisy chaos, 183-206 [Zbl 0880.62042]Skaug, H. J.; Tjøstheim, D., Nonparametric tests of serial independence, 207-229 [Zbl 0880.62052]Pemberton, J., Measuring nonlinearity in time series, 230-240 [Zbl 0880.62091]Allal, J.; Hallin, M., A Chernoff-Savage result for serial signed rank statistics, 241-253 [Zbl 0880.62055]Ozaki, T., Non-Gaussian characteristics of exponential autoregressive processes, 257-273 [Zbl 0879.62084]Terdik, G.; Máth, J., Bispectrum based checking of linear predictability for time series, 274-282 [Zbl 0878.62065]Gabr, M. M., Maximum likelihood fitting of bilinear models to time series with missing observations, 283-291 [Zbl 0878.62060]Ord, K.; Fernandes, C.; Harvey, A. C., Time series models for multivariate series of count data, 295-309 [Zbl 0878.62061]Franke, Jürgen; Seligmann, T., Conditional maximum likelihood estimates for INAR(1) processes and their application to modelling epileptic seizure counts, 310-330 [Zbl 0878.62080]Brillinger, D. R., An application of statistics to seismology: Dispersion and modes, 331-340 [Zbl 0900.86020]Diggle, P. J.; Al-Wasel, I., On periodogram-based spectral estimation for replicated time series, 341-354 [Zbl 0878.62062]Hammond, J. K.; Harrison, R. F.; Tsao, Y. H.; Lee, J. S., The prediction of time-frequency spectra using covariance-equivalent models, 355-373 [Zbl 0879.62091]Young, P., Time variable and state dependent modelling of non-stationary and nonlinear time series, 374-413 [Zbl 0880.62100]Rao, T. Subba; Yar, M., Demodulation of phase modulated signals, 414-424 [Zbl 0879.62090]Books and papers by M. B. Priestley, xxi-xxiii [Zbl 0881.01036] Cited in 1 Document MSC: 00B15 Collections of articles of miscellaneous specific interest 62-06 Proceedings, conferences, collections, etc. pertaining to statistics 62M10 Time series, auto-correlation, regression, etc. in statistics (GARCH) 91B84 Economic time series analysis Keywords:Time series analysis; Analysis; Dedication Biographic References: Priestley, Maurice B. PDF BibTeX XML Cite \textit{T. Subba Rao} (ed.), Developments in time series analysis. In honour of Maurice B. Priestley. London: Chapman \& Hall (1993; Zbl 0846.00010) OpenURL