Fuzzy Decision Trees for Explainable Brain Tumor Classification: A Comparative Study with Deep Neural Networks and Classical Binary Decision Trees
研究了模糊决策树在MRI脑肿瘤分类中的应用，与四种CNN和经典决策树比较，发现模糊决策树在保持可解释性的同时取得了接近CNN的准确率（F1约0.84 vs 0.86），为临床决策支持提供了可解释的替代方案。
Brain Tumor Classification (BTC) using Magnetic Resonance Imaging (MRI) has achieved remarkable progress through Deep Learning (DL) models, particularly Convolutional Neural Networks (CNNs). However, the opaque nature of these models raises concerns regarding explainability, which is critical in clinical decision support. To address this, most research has focused on post-hoc Explainable AI (XAI) methods that provide after-the-fact interpretations of CNN predictions. In contrast, this work investigates an inherently explainable alternative based on Fuzzy Decision Trees (FDTs), which combine the interpretability of rule-based reasoning with the expressiveness of fuzzy logic. Moreover, we enhance model transparency by integrating radiomic features that capture clinically meaningful tumor characteristics such as shape, texture, and intensity. To the best of our knowledge, this is among the first studies to apply FDTs to brain tumor classification from MRI, explicitly coupling radiomics with multi-way FDT architectures. We perform a comprehensive evaluation comparing FDTs against four state-of-the-art CNNs, namely ConvNeXt, ResNet18, ResNet50, and EfficientNetB0, as well as classical binary Decision Trees (DTs). We provide an explicit analysis of the trade-off between accuracy, complexity, and interpretability of the models. Results show that FDTs achieve competitive performance (overall F1-score $$\approx$$ 0.84) compared to the best CNN baseline (ResNet50, F1-score $$\approx$$ 0.86), while offering substantially higher explainability and interpretability. Overall, this study demonstrates that FDTs can bridge the gap between accuracy and explainability, offering a viable explainable-by-design alternative to deep learning in medical imaging. Future work will focus on validating this generalizability across different imaging domains and dataset variations.