Submit an Article
Become a reviewer
Vol 1 No 2
Pages:
147-159
Download volume:
RUS
Research article
Without section

Systems of harmonic segments and vectors

Authors:
Ye. P. Fedorov
Date submitted:
1907-12-10
Date accepted:
1908-02-03
Date published:
1908-06-01

Abstract

We outline the possibility of a path for the derivation of an indefinite number of new geometric systems. The main feature of the problems of New Geometry is the indefinite multiplicity in the application of theorems, in contrast to the individuality of conditions in the formulation of problems with which ancient and analytical geometry deals. Problems of a metric nature, for this reason, are not at all within the scope of this discipline; but it would be inaccurate to say that it includes only problems solved by positional constructions (for which reason New Geometry is more often called positional or projective geometry).

Go to volume 1

References

  1. -

Similar articles

Collinear systems in a perspective position, but not involution
1908 Ye. S. Fedorov
New derivation of the Wallis formula
1908 Ye. К. Mitkevich-Volchassky
About the limiting cases of the Riemann function
1908 M. I. Akimov
Several experiments on crystals cut in the shape of spheres
1908 D. N. Artemyev
Different solubility of facets and its manifestation in the mineral kingdom
1908 Ye. S. Fedorov
Optical symbols of minerals: pushkinite, kainite, barite-calcite, valuevite and kyanite
1908 V. I. Sokolov