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Singular learning theory, developed by Sumio Watanabe, is a mathematical framework that serves as a generalization of Bayesian statistics. Unlike classical statistical learning theory, it addresses the complexities involved in deep learning by relaxing strict hypotheses about the relationships between parameters and models. This flexibility allows singular learning theory to describe the learning processes in deep neural networks more accurately, especially in light of their singular properties. The theory examines how models can retain essential functionalities even when parameters are changed, emphasizing the need to understand these relationships for better model performance.