What is the difference between signum(t) and sine(t) in terms of angles i-e; at which angles signum is zero and 1?
What is the Eular representation of signum(t)?
What is the difference between signum(t) and sine(t) in terms of angles i-e; at which angles signum is zero and 1?
What is the Eular representation of signum(t)?
The signum functions is discontinuous at $x = 0$, while the sine function is continuous everywhere. However, in the complex plane, $signum(z) = e^{iArgz}$