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Title
Gram-Schmidt orthogonalization
Authors
Educational level
Secondary School, Higher Education
Level
medium
Description
The Gram-Schmidt orthogonalization procedure is presented, a procedure used to obtain orthogonal basis of finite dimensional vector subspaces in the context of an euclidean space (real or complex). Theoretical justification of the procedure is given, along with two examples that illustrate how it works in practice (editable pptx).
Licence
CC-BY
Type
Tutorial
Category
Linear algebra – Euclidean/hermitic spaces
Keywords
Inner product, Orthogonal projection, Orthogonal basis
File
UPC-026-TUT-EN.pptx