Time series analysis involves examining patterns and trends in sequential data to forecast the values of a series. There is a myriad of time series models, including Autoregressive Moving Average (ARIMA) (p, d, q), which applies linear transformation between preceding and current values (autoregressive), integrative (random walk), and moving averages. One ARIMA model includes seasonality, called Seasonal ARIMA (P, D, Q) x (p, d, q). This chapter considers the additive model, which recognizes non-linearity ...
4. Forecasting Growth
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