The Jones vector represents the state of a polarized light wave similarly to the Stokes vector. If we assume that the coordinate is such that the wave is propagating along the
- axis, the polarization can be decomposed into two vectors at right angled, in this example in the
and
directions. The Jones vector is written as a two row column matrix consisting of the complex components in the
and
direction:

If phase is not an issue the vector may be normalized to give
Some Jones vectors are given below:
Horizontal polarization:![]()
Vertical polarization:![]()
+45 Degree polarization:![]()
-45 Degree polarization:![]()
Right Circular polarization:![]()
Left Circular polarization:![]()