N. Temirgaliyev
Current Organizations / Institutes
The organizations/institutes from the scholar's latest article
N. Temirgaliyev has a total of 9 co-authors. Here are the top co-authors by number of shared publications:
- A. Zh. Zhubanysheva
Gumilyov Eurasian National University, Astana, Republic of Kazakhstan
3 shared publications - G. E. Taugynbayeva
Gumilyov Eurasian National University, Astana, Republic of Kazakhstan
2 shared publications - Nurlan Zh. Nauryzbayev
L.N. Gumilyov Eurasian National University
2 shared publications - S. S. Kudaibergenov
L.N. Gumilyov Eurasian National University, 13 Kazhimukan str., 010008, Nur-Sultan, Republic of Kazakhstan
2 shared publications A. Zh. Zhubanysheva
L. N. Gumilyov Eurasian National University
1 shared publication- Sh. U. Azhgaliyev
L N Gumilyov Eurasian Natl Univ, Inst Theoret Math & Sci Computat, Satpayev Str 2, Astana 010008, Kazakhstan
1 shared publication
Latest Publications
- 1 December 2023
- Published by Allerton Press in Russian Mathematics
- Vol. 67 (12) , 86-91
Equivalence of Computed Tomography Problem with the Problem of Recovery of Functions by Finite Convolutions in a Scheme of Computational (Numerical) Diameter
The equivalence of the norms of deviations of the desired density of a body from operators such as finite density transformation with specially constructed
- 1 December 2023
- Published by Allerton Press in Russian Mathematics
- Vol. 67 (12) , 86-91
Equivalence of Computed Tomography Problem with the Problem of Recovery of Functions by Finite Convolutions in a Scheme of Computational (Numerical) Diameter
The equivalence of the norms of deviations of the desired density of a body from operators such as finite density transformation with specially constructed
- 1 August 2023
- Published by Allerton Press in Russian Mathematics
- Vol. 67 (8) , 62-66
Large-Scale Equivalence of Norms of the Radon Transform and Initial Function
This study aims to establish equivalences (in norm) of the problems of reconstructing computed tomography and computational (numerical) diameter (C(N)D), w
- 1 August 2023
- Published by Allerton Press in Russian Mathematics
- Vol. 67 (8) , 62-66
Large-Scale Equivalence of Norms of the Radon Transform and Initial Function
This study aims to establish equivalences (in norm) of the problems of reconstructing computed tomography and computational (numerical) diameter (C(N)D), w
- 1 February 2021
- Published by Allerton Press in Russian Mathematics
- Vol. 65 (2) , 69-74
Formulas for Approximate Calculation of the Chebyshev Coefficients
The approximate calculation of integrals is a common part of research in various fields of mathematics, primarily in the theory of approximations and compu
- 1 February 2021
- Published by Allerton Press in Russian Mathematics
- Vol. 65 (2) , 69-74
Formulas for Approximate Calculation of the Chebyshev Coefficients
The approximate calculation of integrals is a common part of research in various fields of mathematics, primarily in the theory of approximations and compu
- 1 November 2019
- Published by Allerton Press in Russian Mathematics
- Vol. 63 (11) , 83-87
Orderly Exact Calculation of Integrals of Products of Functions by the Method of Tensor Products of Functionals
We study approximate calculation of integrals of products of two functions by the method of tensor products of functionals. Under the assumption that one of them belongs to the Sobolev class with the...
- 1 November 2019
- Published by Allerton Press in Russian Mathematics
- Vol. 63 (11) , 83-87
Orderly Exact Calculation of Integrals of Products of Functions by the Method of Tensor Products of Functionals
We study approximate calculation of integrals of products of two functions by the method of tensor products of functionals. Under the assumption that one of them belongs to the Sobolev class with the...
- 1 January 2019
- Published by Allerton Press in Russian Mathematics
- Vol. 63 (1) , 79-86
Computational (Numerical) Diameter in a Context of General Theory of a Recovery
We discuss a C(N)D-statement, consisting of the known and elaborating in decades C(N)D-1 statement that can be and should be interpreted as quantitative statement of approximation theory and...
- 1 January 2019
- Published by Allerton Press in Russian Mathematics
- Vol. 63 (1) , 79-86
Computational (Numerical) Diameter in a Context of General Theory of a Recovery
We discuss a C(N)D-statement, consisting of the known and elaborating in decades C(N)D-1 statement that can be and should be interpreted as quantitative statement of approximation theory and...
- 7 March 2017
- Published by Allerton Press in Russian Mathematics
- Vol. 61 (3) , 77-82
Order estimates of the norms of derivatives of functions with zero values on linear functionals and their applications
For a given finite set of linear functionals we construct functions vanishing on them and give order estimates of their derivatives. We also give their different applications.
- 7 March 2017
- Published by Allerton Press in Russian Mathematics
- Vol. 61 (3) , 77-82
Order estimates of the norms of derivatives of functions with zero values on linear functionals and their applications
For a given finite set of linear functionals we construct functions vanishing on them and give order estimates of their derivatives. We also give their different applications.