I have a daily time series dataset that I am using Python SARIMAX method to predict for future. But I do not know how to write codes in python that accounts for multiple seasonalities. As far as I know, SARIMAX takes care of only one seasonality but I want to check for weekly, monthly, and quarterly seasonalities. I know to capture day of the week seasonality, I should create 6 dummy variables, To capture day of the month seasonality, create 30 dummy variables, and To capture month of the year, create 11 dummy variables. But I don't know how to incorporate it with the main SARIMAX function in Python? I mean SARIMAX is just a function that does the autoregressive, moving average and the differencing parts but how should I include multiple seasonality codes in my time series analysis with SARIMAX? So far, I know how to create dummy variables for each category but don't know how to replicate it to the entire dataset? After that I don't know how to write Python codes that do SARIMAX and captures multiple seasonalities at the same time.
I am in need of help for Python code that can do it.
Please advise accordingly
Regards
To estimate the trend component and seasonal component of a seasonal time series, we can use the decompose() function in R. This function estimates the trend, seasonal, and irregular components of a time series.
Autoregressive integrated moving average (ARIMA) models are generally used to model time series data, however they do not directly handle seasonality.
seasonal_decompose() tests whether a time series has a seasonality or not by removing the trend and identify the seasonality by calculating the autocorrelation(acf). The output includes the number of period, type of model(additive/multiplicative) and acf of the period.
It is better to go for SARIMA. It captures both trend and seasonality better. It captures trend with nonseasonal differencing and seasonality with seasonal differencing.
Yes, SARIMA model is designed for dealing with a single seasonality.
To make it work for multiple seasonality, it is possible to apply a method called Fourier terms.
Secondly, there is a better method for time series data with multiple seasonality effects which is called TBABS. Here is an example that includes codes and explanation for both approaches: https://medium.com/intive-developers/forecasting-time-series-with-multiple-seasonalities-using-tbats-in-python-398a00ac0e8a
Thirdly, you can check https://facebook.github.io/prophet/ which also brings up an easier way to this issue.
For a deeper research, you can always google terms "time series" with "multiple seasonality" or "multiple seasonal effect"
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