According to Implicit Function Theorem Wikipedia Page
it has been said : The implicit function theorem says that if $Y$ is an invertible matrix, then there are $U$, $V$, and $g$ as desired. How is the bold statement exactly concluded?
According to Implicit Function Theorem Wikipedia Page
it has been said : The implicit function theorem says that if $Y$ is an invertible matrix, then there are $U$, $V$, and $g$ as desired. How is the bold statement exactly concluded?