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This lecture covers the concepts of Kernel Ridge Regression and the Kernel Trick in machine learning. It explains the equivalent formulations for ridge regression, the usefulness of alternative forms, the Representer Theorem, embedding into feature spaces, the kernel matrix, predicting with kernels, examples of kernel functions, building new kernels from existing ones, and Mercer's condition. The instructor provides insights on computational complexity, structural differences, and the importance of feature spaces in understanding the kernel trick.