Lectures related to Metrizable space

Covers the Disintegration Theorem in the context of Optimal Transport.

Covers the Perceptron model, SGD, and Fisher's Linear Discriminant in binary classification.

Explains the Open Mapping Theorem for holomorphic maps between Riemann surfaces.

Covers the definitions and properties of ringed spaces, including morphisms and examples of locally ringed spaces.

Delves into manufacturing in space, highlighting special conditions and key use cases.

Explores optimal transport regularity and Brenier's theorem, discussing continuity and convexity concepts.