Submit an Article
Become a reviewer
Vol 5 Iss. 1
Pages:
19-21
Download volume:
RUS
Article

Systems of vectors and vectorial pairs of rays

Authors:
E. S. Fedorov
Date submitted:
1913-07-04
Date accepted:
1913-09-21
Date published:
1914-01-01

Abstract

In previous works, I developed a vector system in detail. But since vectors essentially represent pairs of points, albeit unequal (initial and terminal) and since correlative rays can be established for each point, it is clear that systems of vectors can be correlative to systems of pairs of rays that can hardly be called anything other than vectorial. But if it is somewhat difficult to talk about vectorial pairs of rays on a plane, then, for the sake of complete clarity, I prefer to establish such a sequence of systems that are part of all the linear elements of this system.

Область исследования:
(Archived) Articles
Funding:

None

Go to volume 5

Similar articles

Hexasecond, pentaprima and pentasecond planes
1914 E. S. Fedorov
Spherical aggregates of conoprimes
1914 E. S. Fedorov
Polar relations of imaginary triangles and tetrahedrons
1914 E. S. Fedorov
Determination of network densities of monoclinic, hypohexagonal and trigonaloid complexes without displacements.
1914 E. S. Fedorov
Pascal's theorem and its closest analogues on the plane and in space
1914 E. S. Fedorov
Mine "Yuliya" of the joint-stock company "Siberian Copper"
1914 V. N. Tomilin