Submit an Article
Become a reviewer
Vol 48 Iss. 3
Pages:
42-46
Download volume:
RUS
Article

About one formula of approximate quadrature

Authors:
A. M. Zhuravsky
A. A. Krzhizhanovskaya
Date submitted:
1967-09-12
Date accepted:
1967-11-22
Date published:
1968-07-02

Abstract

The problem of approximate quadrature is one of the most studied problems in analysis. Emerging from the needs of computations associated with the solution of various applied problems, it has been extensively developed and has been the subject of numerous studies. The works in this field are exhaustive, but the study of the outside world poses new problems where seemingly everything is known. An example is the approximate quadrature formula for a complex function F(y1, . . . , yn)...

Область исследования:
(Archived) Without section
Funding:

None

Go to volume 48

References

  1. Ushakov N. I. Mining geometry. Goegortekhizdat, 1962.
  2. Yakobi N. O. Methods, Devices and Service of Drilling Well Research. ONTI, 1938.
  3. Peterson W. Jerukontoret Annaler. May 31, 1922.

Similar articles

About fast calculation of the greatest roots of a polynomial
1968 O. N. Tikhonov
Dynamic elastic field in a ledge during the explosion of an elongated charge with constant detonation velocity
1968 D. N. Klimova, K. I. Ogurtsov
Radial Oscillations of a Hollow Cylinder
1968 I. V. Bykova
Calculation of the integral of the square of the Lejandre function
1968 N. N. Kazarinova
One Cauchy problem for unsteady flow
1968 V. Ya. Bril
Toward the Estimation of Sharp Deviating Observations in the Indicative Distribution
1968 N. Ya. Golovenchits