Evaluation of Errors in Numerical Solution of Problems
Keywords:
error, absolute error, relative error, limit absolute error, limit relative
Abstract
This article discusses the causes of errors in the issues, the problem of error assessment. Error evaluation is illustrated with examples, for which a C ++ program is provided and the solutions obtained are compared.
References
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2. Petrov I.B., Lobanov A.I. Lectures on Computational Mathematics. Tutorial. Internet University of Information Technologies; BINOMIAL. 2006.-523 p.
3. Smith G.D. Numerical Solution of Partial Differential Equations: finite difference
methods 3rd ed. — Oxford University Press, 1986. — 350 p.
4. Richard L.Burden, J.Doudlas Faires. Numerical Analysis,Youngstown State University, Boston,USA, Brooks/Cole,2011.
5. Scott L.R. Numerical Analysis. Princeton University Press, 2011. - 342 p.
6. Samarskiy A.A., Gulin A.V. Numerical methods. -M., Science. 1989.
7. Ражабов, Н. Ш. (2021). Роль Социального Партнерство В Установлении Нормативов В Сфере Охраны Окружающей Природной Среды (Правовой Аспект). CENTRAL ASIAN JOURNAL OF THEORETICAL & APPLIED SCIENCES, 2(8), 45-55.
8. Ражабов, Н. Ш. (2021). Роль Социального Партнерство В Установлении Нормативов В Сфере Охраны Окружающей Природной Среды (Правовой Аспект). CENTRAL ASIAN JOURNAL OF THEORETICAL & APPLIED SCIENCES, 2(8), 45-55.
Published
2021-09-24
How to Cite
Abdirasulovna, Z. S., & Majidovna, N. M. (2021). Evaluation of Errors in Numerical Solution of Problems. CENTRAL ASIAN JOURNAL OF MATHEMATICAL THEORY AND COMPUTER SCIENCES, 2(9), 45-47. Retrieved from https://cajmtcs.centralasianstudies.org/index.php/CAJMTCS/article/view/103
Section
Articles
