If we convert complex number to its polar coordinate, we find: : Distance from to origin, i.e., : Counter clockwise angle measured from the positive -axis to the line segment that joins to the origin.

If we convert complex number to its polar coordinate, we find: : Distance from to origin, i.e., : Counter clockwise angle measured from the positive -axis to the line segment that joins to the origin.

This paper proposes q-Point, a compact numeric format for quantum circuit simulation that utilizes polar form representation instead of rectangular form representation to store complex numbers.

Transforming complex numbers into polar coordinates simplifies operations like multiplication and division. The conversion involves finding the magnitude and the angle of the complex number.