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The analysis of time series : an introduction / C. Chatfield.

By: Chatfield, Christopher.
Material type: materialTypeLabelBookPublisher: London : Chapman and Hall, 1989Edition: 4th ed.Description: xii, 241 p. : ill. ; 24 cm. + hbk.ISBN: 0412318105; 0412318202 .Subject(s): Time-series analysisDDC classification: 519.55
Contents:
Introduction -- Simple descriptive techniques -- Probability models for time series -- Estimation in the time domain -- Forecasting -- Stationary processes in the frequency domain -- Spectral analysis -- Bivariate processes -- Linear systems -- State-space models and the Kalman filter -- Some other topics.
Holdings
Item type Current library Call number Copy number Status Date due Barcode Item holds
General Lending MTU Bishopstown Library Lending 519.55 (Browse shelf(Opens below)) 1 Available 00030605
Total holds: 0

Includes bibliographical references (pages 222-228) and indexes.

Introduction -- Simple descriptive techniques -- Probability models for time series -- Estimation in the time domain -- Forecasting -- Stationary processes in the frequency domain -- Spectral analysis -- Bivariate processes -- Linear systems -- State-space models and the Kalman filter -- Some other topics.

Table of contents provided by Syndetics

  • Introduction
  • Some Representative Time Series
  • Terminology
  • Objectives of Time-Series Analysis
  • Approaches to Time-Series Analysis
  • Review of Books of Time Series
  • Simple Descriptive Techniques
  • Types of Variation
  • Stationary Time Series
  • The Time Plot
  • Transformation
  • Analysing Series that Contain a Trend
  • Analysing Series that Contain Seasonal Variation
  • Autocorrelation and the Correlogram
  • Other Tests of Randomness
  • Handling Real Data
  • Probability Models For Time Series
  • Stochastic Processes and their Properties
  • Stationary Processes
  • Some Properties of the Autocorrelation Function
  • Some Useful Models
  • The Wold Decomposition Theorem
  • Fitting Time-Series Models (In The Time Domain)
  • Estimating the Autocovariance and Autocorrelation Functions
  • Fitting an Autoregressive Process
  • Fitting a Moving Average Process
  • Estimating the Parameters of an ARMA Model
  • Estimating the Parameters of an ARIMA Model
  • The Box-Jenkins Seasonal (SARIMA) Model
  • Residual Analysis
  • General Remarks on Model Building
  • Forecasting
  • Introduction
  • Univariate Procedures
  • Multivariate Procedures
  • A Comparative Review of Forecasting Procedures
  • Some Examples
  • Prediction Theory
  • Stationary Processes In The Frequency Domain
  • Introduction
  • The Spectral Distribution Function
  • The Spectral Density Function
  • The Spectrum of a Continuous Process
  • Derivation of Selected Spectra
  • Spectral Analysis
  • Fourier Analysis
  • A Simple Sinusoidal Model
  • Periodogram Analysis
  • Spectral Analysis: some Consistent Estimation Procedures
  • Confidence Intervals for the Spectrum
  • A Comparison of Different Estimation Procedures
  • Analysing a Continuous Time Series
  • Examples and Discussion
  • Bivariate Processes
  • The Cross-Covariance and Cross-Correlation Functions
  • The Cross-Spectrum
  • Linear Systems
  • Introduction
  • Linear systems in the Time Domain
  • Linear Systems in the Frequency Domain
  • Identification of Linear Systems
  • State-Space Models And The Kalman Filter
  • State-Space Models
  • The Kalman Filter
  • Non-Linear Models
  • Introduction
  • Some Models with Nonlinear Structure
  • Models for Changing Variance
  • Neural Networks
  • Chaos
  • Concluding Remarks
  • Bibliography
  • Multivariate Time-Series Modelling
  • Introduction
  • Single Equation Models
  • Vector Autoregressive Models
  • Vector ARMA Models
  • Fitting VAR and VARMA Models
  • Co-integration
  • Bibliography
  • Some More Advanced Topics
  • Model Identification Tools
  • Modelling Non-Stationary Series
  • Fractional Differencing and Long-Memory Models
  • Testing for Unit Roots
  • The Effect of Model Uncertainty
  • Control Theory
  • Miscellanea
  • Examples And Practical Advice
  • General Comments
  • Computer Software
  • Examples
  • More on the Time Plot
  • Concluding Remarks
  • Data Sources and Exercises
  • Appendices
  • The Fourier, Laplace, and z-Transforms
  • The Dirac Delta Function
  • Covariance and Correlation
  • Some MINITAB and S-PLUS Commands
  • Answers To Exercises
  • References

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