Eigenvectors return a scalar multiple of themselves when a transformation with this property is applied to them.
In topology, for a transformation of this type, uniform continuity is equivalent to continuity.  Inhomogenous ordinary differential equations of this type can be solved with the method of variation of parameters. Eigenvectors return a scalar multiple of themselves when a transformation with this property is applied to them. Cramer's rule is used to solve systems of equations with this property, and this word also describes vector spaces because they're closed under addition and scalar multiplication. FTP, name this property that is also used to describe polynomial equations of the first order, which generate lines.
In topology, for a transformation of this type, uniform continuity is equivalent to continuity.  
linear