orthonormality Definition
the property of a set of vectors in a vector space that are all pairwise perpendicular and have a length of 1.
Using orthonormality: Examples
Take a moment to familiarize yourself with how "orthonormality" can be used in various situations through the following examples!
Example
The orthonormality of the basis vectors simplifies many calculations in linear algebra.
Example
Orthonormality is a key concept in quantum mechanics.
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Summary: orthonormality in Brief
The term 'orthonormality' [awr-thuh-nawr-mal-i-tee] refers to the property of a set of vectors in a vector space that are all pairwise perpendicular and have a length of 1. It is a key concept in linear algebra and quantum mechanics.
