Accumulated Local Effects
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Accumulated local effects (ALE) is a
machine learning Machine learning (ML) is a field of inquiry devoted to understanding and building methods that 'learn', that is, methods that leverage data to improve performance on some set of tasks. It is seen as a part of artificial intelligence. Machine ...
interpretability method.


Concepts

ALE uses a conditional feature distribution as an input and generates augmented data, creating more realistic data than a marginal distribution. It ignores far out-of-distribution (outlier) values. Unlike partial dependence plots and marginal plots, ALE is not defeated in the presence of correlated predictors. It analyzes differences in predictions instead of averaging them by calculating the average of the differences in model predictions over the augmented data, instead of the average of the predictions themselves.


Example

Given a model that predicts house prices based on its distance from city center and size of the building area, ALE compares the differences of predictions of houses of different sizes. The result separates the impact of the size from otherwise correlated features.


Limitations

Defining evaluation windows is subjective. High correlations between features can defeat the technique. ALE requires more and more uniformly distributed observations than PDP so that the
conditional distribution In probability theory and statistics, given two jointly distributed random variables X and Y, the conditional probability distribution of Y given X is the probability distribution of Y when X is known to be a particular value; in some cases the co ...
can be reliably determined. Computation costs are typically larger than with PDP. The technique may produce inadequate results if the data is highly sparse, which is more common with high-dimensional data ( curse of dimensionality).


See also

* Interpretability (machine learning)


References


External links

* {{Cite book , first=Michael , last=Munn , url=http://worldcat.org/oclc/1350433516 , title=Explainable AI for Practitioners , date=2022 , publisher=O'Reilly Media, Incorporated , isbn=978-1-0981-1910-2 , oclc=1350433516 Machine learning algorithms