Submit an Article
Become a reviewer
Vol 1 No 5
Pages:
319-321
Download volume:
RUS
Research article
Articles

Possibility of different geometric systems with one and the same complete set of elements

Authors:
Ye. S. Fedorov
Date submitted:
1908-07-07
Date accepted:
1908-08-27
Date published:
1908-12-25

Abstract

We now know that geometric systems can be very numerous and varied, since very diverse geometric images can be taken as elements of systems. To establish any such system, it is necessary to determine the complete set of its elements and provide proof that from two elements arbitrarily taken from it it is possible to unambiguously compose an infinite set of them such that, by replacing the two taken in it with two arbitrary other elements included in its composition, we from them they would also unambiguously deduce the same set, which would constitute the linear principle of the system.

Go to volume 1

References

  1. -

Similar articles

Essay on the iron ore deposits of the western part of central Russia and the Kingdom of Poland
1908 S. I. Charnotsky
Determination of the magnitude of birefringence
1908 V. V. Nikitin
Следы проявления триклинной сингонии в ортоклазе
1908 Ye. S. Fedorov
The existence of a limitless variety of geometric systems
1908 Ye. S. Fedorov
Linear primacy of curved surfaces of the 2nd order (conoseconds), determined by one of them and the plane
1908 Ye. S. Fedorov
Experiments on crystallization between two spheres
1908 Ye. S. Fedorov