Submit an Article
Become a reviewer
Vol 1 Iss. 4
Pages:
305-312
Download volume:
RUS
Article

Construction of curved surfaces of the second order (conoseconds) and a full hexahedron.

Authors:
Ye. S. Fedorov
Date submitted:
1908-06-04
Date accepted:
1908-08-29
Date published:
1908-12-01

Abstract

No matter how elegant the construction of conic sections using Pascal's theorem is, it does not have sufficient generality, since it is applicable only for five real points of a curve, and in practical application it is more difficult than some other methods.

Funding:

None

Go to volume 1

Similar articles

On a class of reducible hyperelliptic integrals
1908 I. P. Dolbny
Construction of a curved surface of the 2nd order (conoseconds) from imaginary pairs of points or an imaginary conic section.
1908 Ye. S. Fedorov
New proof of the fundamental theorem of Algebra
1908 I. P. Dolbny
About the influence of the concentration of reacting solutions on the appearance and structure of sediments
1908 P. P. von-Weymarn
Hypoparallel aragonite intergrowth from Bilin
1908 Ye. S. Fedorov
A note about one property of stereographic projection
1908 Ye. S. Fedorov