The analysis of time series : an introduction

By: Chatfield, ChrisMaterial type: TextTextSeries: Texts in statistical sciencePublication details: London : Chapman and Hall, 1996Edition: 5th edDescription: xii, 283 pagesISBN: 9780412716409; 0412716402 Subject(s): Time-series analysisDDC classification: 519.55
Contents:
1. Introduction -- 2. Simple descriptive techniques -- 3. Probability models for time series -- 4. Estimation in the time domain -- 5. Forecasting -- 6. Stationary processes in the frequency domain -- 7. Spectral analysis -- 8. Bivariate processes -- 9. Linear systems -- 10. State-space models and the Kalman filter -- 11. Non-linear models -- 12. Multivariate time-series modelling -- 13. Some other topics -- Appendix A The Fourier, Laplace and Z transforms -- Appendix B The Dirac delta function -- Appendix C Covariance -- Appendix D Some worked examples.
Summary: This non-technical text introduces a broad cross-section of topics in time series analysis. This edition includes three new chapters, providing material on non-linear models, multivariate models, and other topics such as model uncertainty, wavelets and fractional differencing.
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Reference Books Reference Books Main Library
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Reference 519.55 CHA (Browse shelf(Opens below)) Available 006535
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Includes Index

1. Introduction --
2. Simple descriptive techniques --
3. Probability models for time series --
4. Estimation in the time domain --
5. Forecasting --
6. Stationary processes in the frequency domain --
7. Spectral analysis --
8. Bivariate processes --
9. Linear systems --
10. State-space models and the Kalman filter --
11. Non-linear models --
12. Multivariate time-series modelling --
13. Some other topics --
Appendix A The Fourier, Laplace and Z transforms --
Appendix B The Dirac delta function --
Appendix C Covariance --
Appendix D Some worked examples.

This non-technical text introduces a broad cross-section of topics in time series analysis. This edition includes three new chapters, providing material on non-linear models, multivariate models, and other topics such as model uncertainty, wavelets and fractional differencing.

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