Time Invariance
A system is called "time invariant" if for any input signal x(t) in continuous time or x[n] in discrete time and for any time $ t_0\in\{\mathbb R} $ for continuous time or $ n_0\in{\mathbb N} $, The response to the shifted input $ x(t-t_{0}) $ or $ x[n-n_{0}] $ is the shifted output $ y(t-t_{0}) $ or $ y[n-n_{0}] $
