ARIMA Forecast
Time-series forecasting
This tool is currently in Beta and is still being tested. Want to learn more? Like to provide feedback? Please reach out to support@cascade.io
ARIMA, short for 'AutoRegressive Integrated Moving Average', allows you to forecast a time series using the series past values.
Input/Output
Inputs | Outputs |
---|---|
Time Series Table - Time series dataset that includes a date column and at least one numerical column. | Table with a new column per forecasted time series values based on the time series input. |
Options
Option | Description |
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Date/Time Column | Column to be used as the date time reference for the forecast. |
Forecast Columns | Selection of columns to be used to during training and prediction of the ARIMA forecast model. |
Select all numerical fields | Replaces the "Forecast Columns" prompt above (cannot select both). Instead of selecting individual columns in your input table, choosing this option will automatically select all columns with numerical formats |
Interval | Time frequency of the date/time column specified. |
Train-Test Split | Defines the split between training and test data. |
Periods to Forecast | Number of periods to forecast, starting from train-test split. |
Tuning Options
Option | Description |
---|---|
Tuning Parameters | When set to auto, the ARIMA model will choose parameters automatically. When set to manual, you will have access to specify the ARIMA model parameters. |
p | The number of lag observations included in the model, also called the lag order. |
d | The number of times that the raw observations are differenced, also called the degree of differencing. |
q | The size of the moving average window, also called the order of moving average. |
P | The number of lag observations included in the seasonal part of the model, also called the lag order. |
D | The number of times that the raw observations are differenced, also called the degree of differencing, for the seasonal part of the model. |
Q | The size of the moving average window, also called the order of moving average, for the seasonal part of the model |
s | Seasonal differencing--refers to the number of periods in each season. |
Prediction Interval | Interval for the testing significance. Specify values 0.0 to 1.0. |
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