Invertiblity (Transformations)
A linear transformation
from to is invertible if there exists a linear transformation such that for all and for all . If is invertible, then the map with this property is unique and is called the inverse of , written .
Invertiblity (Transformations)
A linear transformation
from to is invertible if there exists a linear transformation such that for all and for all . If is invertible, then the map with this property is unique and is called the inverse of , written .