' - - File: III_Unit1.txt    

' Definition: Unit[t - a] = 0  if  t < a;  otherwise, Unit[t - a] = 1

pi = 3.14159

F{t} = Unit[t - pi] * Sin[2*pi*t] - Unit[pi - t] * (2 + Sin[4*pi*t])
X{t} = t

A<t> = <X, F, 0>

t0 = 0  :  tf = 8  :  n = 100
Plot[A, {t, t0, tf, n}]

' - - - - - - - - - - - - - - - - - - - - - - - - - - Pulse from Unit Function - - - - - - - - - - - - - - - - - -
'Example:  Uu{t} = Unit[t - a] - Unit[t - b]		b > a
'                  Pu{t} = Pulse[a, t, b]
' See PulseSet for examples.





