What is orthogonal transformation - Definition and Meaning

Orthogonal Transformation :

Orthogonal transformation is a transformation of a vector to another vector based on a function.
It is represented as F: U -> V
where

F is a function,

U is a vector to be transformed and

V is a transformation vector. It is considered as 'Linear Transformation'.

Orthogonal Vector Orthocenter

Learn what is orthogonal transformation. Also find the definition and meaning for various math words from this math dictionary.

english Calculators and Converters

Ask a Question