orthonormal Definition
denoting or relating to a set of vectors or functions that are mutually perpendicular and have a length of one..
Using orthonormal: Examples
Take a moment to familiarize yourself with how "orthonormal" can be used in various situations through the following examples!
Example
The orthonormal basis is a fundamental concept in linear algebra.
Example
The orthonormality condition simplifies the calculation of inner products.
Example
The Fourier series expansion uses an orthonormal basis of trigonometric functions.
Summary: orthonormal in Brief
The term 'orthonormal' [ɔːθəʊˈnɔːm(ə)l] refers to a set of vectors or functions that are mutually perpendicular and have a length of one. This concept is fundamental in linear algebra and simplifies calculations of inner products. The Fourier series expansion uses an orthonormal basis of trigonometric functions.
