Just as a chef adds spices and ingredients to a dish to make it more flavorful and customizable, a Python developer can use plugin architecture to add flexibility and extendibility to their code.
By implementing a plugin architecture, you can empower other developers to add their own features to your codebase, while keeping the core functionality intact. Before whipping up some code with the help of plugin architecture, let us take a quick look at the advantages of plugin architecture.
As a data scientist, I always work with data, of course 😊
For example, developing models to predict the future based on time series data includes many steps and techniques, like loading and exploring data, feature engineering, data visualization, data transformation, spot-check algorithms, model evaluation etc. and, as we can see, there are many potential places for plugin architectures.
As we know, the goal of feature engineering is to provide strong and ideally simple relationships between new input features and the output feature for the supervised learning algorithm to a model, so it can be a suitable candidate for a plugin pattern. Some other scenarios where you can use plugins are data cleaning, data visualization, NLP (text processing) ...
Ingredients:
Step 1. Create a class that will represent a feature engineering mechanism for time series data
What is happening here?
Step 2. Add classes that will represent plugin used for extracting features
Here we see 2 plugins.
DateTimeFeaturesPlugin: Adds date and time-related features to the DataFrame, such as year, month, day, day of the week and hour.
LagFeaturesPlugin: Creates lag features by shifting the target variable by a specified number of time steps.
I also added plugins for:
Rolling Windows Statistics: Calculates rolling window statistics, including the rolling mean and standard deviation of the target variable.
Expanding Windows Statistics: Calculates expanding window statistics, including the expanding mean and standard deviation of the target variable.
Moving Average: Calculates the moving average of the target variable using a specified window size.
Square Root Transform: Applies a square root transformation to the target variable.
Log Transform: Applies a logarithmic transformation to the target variable.
Box-Cox Transform: Applies a Box-Cox transformation to the target variable.
The full code can be found on the link.
The code provides a flexible framework for extracting a variety of features from time series data using different plugins and storing the extracted features in a DataFrame.