pulse amplitude modulation
MPAM
In terms of the signal space representation, we set the quadrature component (encoded on ϕ2 or sin) to be 0.
si(t)=Aig(t)cos(2πfct)
Where Ai=d(2i−1−M) where M is the signal constellation.
PAM is parametrized by d which is a function of signal energy, and the distance between two points on the signal constellation is 2d.
Average energy is given by
E=1MM∑i=1A2i
Note that because the "sine" component is zero, the constellation diagram is a line.