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ARIMA Tool
The ARIMA tool estimates a time series forecasting model, either as a univariate model or one with covariates (predictors), using an autoregressive integrated moving average (or ARIMA) method. ARIMA is the most commonly used forecasting approach, and is considered to be the most general class of models for forecasting a time series field. The ARIMA methods implemented in this tool can use an automated approach to develop a model based on statistical criteria, or the user can directly specify the underlying parameters of an ARIMA model. A detailed discussion of the ARIMA model, along with a description of the automated methods used in this tool, can be found in Chapter 8 of Hyndman and Athanasopoulos's online book Forecasting: Principals and Practice.*
This tool uses the R programming language. Go to Options > Download Predictive Tools to install R and the packages used by the R Tool.
Input
An Alteryx data stream containing historical data on the time series to be forecast and (optionally) a set of covariates. Fields that will not be used in model creation can also be present in the data stream.
Configuration Properties
Required parameters
 Model name: Each model needs to be given a name so it can later be identified. Model names must start with a letter and may contain letters, numbers, and the special characters period (".") and underscore ("_"). No other special characters are allowed, and R is case sensitive.
 Select the target field: Select the field from the data stream you want to forecast. Measurements for this field need to be made at regular time intervals (e.g., daily, monthly, quarterly, etc.).
Columns containing unique identifiers, such as surrogate primary keys and natural primary keys, should not be used in statistical analyses. They have no predictive value and can cause runtime exceptions.
 Use covariates in model estimation?: If this option is checked, then the user will be presented with a checkbox list to select the fields to use as covariates in the ARIMA model.
 Target field frequency: Choose the time interval for the observations of the target field.
Model customization (optional)
 Customize the parameters used for automatic model creation...: Clicking on this option exposes a set of parameters that influence automatic model creation. The options include the ability to:
 Adjust the nonseasonal components including the level of first differencing, the maximum order of the autoregressive component, and the maximum order of the moving average component.
 Adjust the seasonal components including the level of seasonal differencing, the maximum order of the seasonal autoregressive component, and the maximum order of the seasonal moving average component.
 Select the information criteria used for selecting between different candidate models. By default the corrected Akaike information criterion (AICc) is used, but the uncorrected Akaike information criterion (AIC) or the Bayesian information criterion can be selected instead.
 The user can also determine whether all possible models are estimated and compared (full enumeration) instead of using the default stepwise algorithm. The stepwise algorithm has been shown to have good performance characteristics, and is much less computationally intensive, however, it is not guaranteed to find the best single model. Estimating all possible ARIMA models will find the single best model, but with a significantly greater runtime. If full enumeration is selected, the user can place some limits on the space searched by setting the maximum allowed order of the model. In addition, the user has the option of using multiple cores of the machine on which Alteryx is being run.
 Options can also be set that allow for "drift" in the model and whether a BoxCox transformation (including setting the value of lambda) is applied to the target field.
 Completely user specified model...: Clicking on this option allows the user to manually specify an ARIMA model. The required parameters include:
 The nonseasonal components of the order of the autoregressive component (p), the degree of first differencing (d), and the order of the moving average (q).
 The seasonal components of the order of the seasonal autoregressive component (P), the degree of seasonal differencing (D), and the order of the seasonal moving average component (Q).
 Options can also be set that allow for "drift" within the model and whether a BoxCox transformation (including setting the value of lambda) is applied to the target field.
Other options
 Series starting period (optional): This option allows the user to specify the starting period of the time series, which will be reflected in the forecast plot.
 The number of periods to include in the forecast plot: This plot that contains the original data and a number of forecast future points (along with 80% and 95% confidence intervals around the forecast points). The user can specify the number of periods that should be forecast into the future for the plot.
 Select Week Format: This allows the user to choose a method to specify work weeks. These options relate to what constitutes the first week of the year, and what day of the week a week begins on.

US â Sunday is the first day of the week

UK â Monday is the first day of the week

ISO8601 â Monday is the first day of the week
Graphics Options
Outputs
 O Output: Consists of an output stream containing the ARIMA model object that can be used for both point forecasts and a user specified percentile confidence interval surrounding those forecasts.
 R Output: Consists of the report snippets generated by the ARIMA tool: a statistical summary, autocorrelation diagnostic plots and forecast plots.
 I Output: An interactive html dashboard consisting of plots and metrics. You can interact with the visualizations by clicking on the different graphical elements to reveal more information, values, metrics and analytics.
*Hyndman, R.J. and Athanasopoulos, G. (2012) Forecasting: Principles and Practice.
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