Submit an Article
Become a reviewer
Vol 5 No 1
Pages:
76
Download volume:
RUS
Research article
Articles

Hexasecond, pentaprima and pentasecond planes

Authors:
E. S. Fedorov
Date submitted:
1913-07-18
Date accepted:
1913-09-10
Date published:
1914-01-01

Abstract

The content of this note is a direct consequence of the previous one. It contains a theorem that makes it possible to construct a hexasecond using seven arbitrary points. Since the hexasecond is a positional image and is correlatively transferred to the entire geometry of the system, then the construction of a hexasecond of planes based on seven data is implied by itself. But if only six planes are given, then the extraplane is always, like the seventh, at our disposal and is not included in the count as the only one of its kind.

Go to volume 5

References

  1. -

Similar articles

Spherical aggregates of conoprimes
1914 E. S. Fedorov
Theorem relating to the circle system
1914 E. S. Fedorov
Determination of network densities of monoclinic, hypohexagonal and trigonaloid complexes without displacements.
1914 E. S. Fedorov
Systems of vectors and vectorial pairs of rays
1914 E. S. Fedorov
The first experimental observation of an asymorphic regular system
1914 E. S. Fedorov
On the structure of diamond crystals according to Bragg
1914 E. S. Fedorov