Systems of vectors and vectorial pairs of rays

Abstract

In previous works, I have developed in detail the system of vectors. But since vectors essentially represent pairs of points, albeit non-equivalent ones (the initial and the terminal), and since rays can be correlated to each point, it is clear that the systems of vectors can be correlative to systems of pairs of rays, which can hardly be called otherwise than vectorial. However, if it is somewhat difficult to reason about vectorial pairs of rays in the plane, then, for the sake of complete clarity, I prefer to establish such a sequence of systems that are included in the composition of all linear primas of this system.

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