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Understanding Euclidean Space Concepts by Van Vi is a document available to read on EtoBox.

This document defines and discusses concepts related to Euclidean space, including: 1) Euclidean space is defined as a real affine space with an associated vector space that has a scalar product. Examples of Euclidean spaces include R2 and R3. 2) An affine frame in a Euclidean space En is called a Cartesian frame if its associated basis is orthonormal. 3) Two affine sets in a Euclidean space are orthogonal if their directional spaces are orthogonal vector subspaces. If one affine set is the orthogonal

Author

Van Vi

Language

EN