Taylor Expansion
Taylor expansion, a fundamental mathematical tool for approximating functions, is experiencing renewed interest across diverse scientific domains. Current research focuses on leveraging Taylor expansions within neural networks for improved efficiency and interpretability, with applications ranging from solving partial differential equations and accelerating image processing to enhancing video analysis and time series prediction. These advancements are driving progress in areas like scientific computing, machine learning, and computer vision by enabling faster, more accurate, and more efficient algorithms for complex tasks.
Papers
January 14, 2022