1. The force's vector components are also three in number. 2. Two scalar components and one vector component can further be eliminated by gauge transformations. 3. All the matrices are represented with the vector components in a certain frame k. 4. As per Jerry Fitzpatrick, we can assume the three vector components to be orthogonal. 5. They will also auto-range themselves based on the maximum and minimum of each vector component. 6. This means that they have both covariant and contravariant components, or both vector and dual vector components. 7. In particular, the conserved LRL vector component " A s " corresponds to the variation in the coordinates 8. The- vector component can be identified with the inner product and the-vector component with the outer product. 9. The-vector component can be identified with the inner product and the- vector component with the outer product. 10. However, the vector components are generally ignored, as there are few known physical processes in which they can be generated.