Homogeneous Function
If
\[g(tx,ty) = t^{\alpha}\cdot g(x,y)\]
then \(g(x,y)\) is a homogeneous function of degree \(\alpha\)
given
\[M(tx,ty)=t^{\alpha}\cdot M(x, y)\]\[N(sx,sy)=s^{\beta}\cdot N(x, y)\]satisfy
$\(\alpha = \beta\)$>
If
then \(g(x,y)\) is a homogeneous function of degree \(\alpha\)
given
\[M(tx,ty)=t^{\alpha}\cdot M(x, y)\]\[N(sx,sy)=s^{\beta}\cdot N(x, y)\]satisfy
$\(\alpha = \beta\)$>