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Explaining the decisions of power quality disturbance classifiers using latent space features
Ist Teil von
International journal of electrical power & energy systems, 2023-06, Vol.148, p.108949, Article 108949
Ort / Verlag
Elsevier Ltd
Erscheinungsjahr
2023
Quelle
Alma/SFX Local Collection
Beschreibungen/Notizen
Deep learning techniques have recently demonstrated exceptional performance when used for Power Quality Disturbance (PQD) classification. However, a practical obstacle is that power system professionals do not fully trust the outputs of these techniques, if they cannot understand the reasons for their decisions. Meanwhile, in the last couple of years Explainable Artificial Intelligence (XAI) techniques have been used to improve the explainability of machine learning models, in order to make their outputs easier to understand. In this paper we provide a new XAI technique for explaining the decisions of PQD classifiers, by projecting the input data into a space of lower dimension, which is known as the latent space. The method operates as follows: first, a latent space encoder–decoder is trained based on the training set. Then, for each input, its features in the latent space are scored and ranked based on how their modifications effect the classifier output. Finally, the features’ scoring vector is transformed into the original feature space, and is used to explain the classifier’s outputs. By adopting this method, the PQD classifier results are more transparent and easier to interpret, when compared to recently developed XAI techniques.
•The paper presents a new model-agnostic XAI technique for power quality disturbance (PQD) classifiers using latent space (LS) features.•The method is evaluated for PQD localization and is optimized to be transparent and easy to understand when compared to other XAI techniques.•A definition for “latent space explanation features” (LSEF) in the context of PQD is provided. This definition allows ranking LS features based on the minimal values that lead to a change in classification.•By transforming a modification of the LSEF into the original space the classifier’s decisions can be explained.