Submit an Article
Become a reviewer
Vol 6 Iss. 1
Pages:
6-7
Download volume:
RUS
Article

On the remainder term of the Lagrange interpolation formula

Authors:
N. M. Krylov
Date submitted:
1916-06-14
Date accepted:
1916-08-16
Date published:
1916-12-01

Abstract

In view of the simplicity of the analytical tools required for the proofs and the absence of any need to study an extensive body of literature on the subject, the problem of finding various forms of the remainder for the Lagrange and Newton interpolation formulas could be of particular interest to those embarking on mathematical research for the first time. It is therefore proposed to these individuals as a topic for independent work, one that is not of a compilatory nature.

Область исследования:
(Archived) Articles
Funding:

None

Go to volume 6

Similar articles

On the convergence of mechanical quadrature formulas and on some related issues
1916 N. M. Krylov
On alkaline magmatic rocks
1916 N. I. Svital'skii
On correspondences between points of two Riemann surfaces (Note I)
1916 N. V. Lipin
An important step in scientific petrography
1916 E. S. Fedorov
Sezaro's formula and polar-zonohedral
1916 E. S. Fedorov
On the variational methods of Ritz and Boussinesq
1916 N. M. Krylov