Euclidean Spaces Lecture 1 Part 1 Introduction

Lecture 1 Part 1 Pdf This lecture note is prepared for the course geometry during spring semester 2025 (113 2), which explains the points, lines, surfaces, as well as other objects in euclidean spaces, based on some selected materials in [apo74, bn10, conna, dc76]. The most direct generalization of euclidean geometry is riemannian geometry where the spaces are smooth manifolds and notion of measurement is a local (in nitessimal) one of angels and lengths.

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Euclidean Spaces Lecture 1 Part 1: Introduction

Euclidean Spaces Lecture 1 Part 1: Introduction

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