Home > NAMDU > Vol. 1 (2019) > Iss. 10
Scientific Bulletin of Namangan State University
Article Title
NUMERICAL SOLUTIONS OF THE CAUCHY PROBLEM FOR THE GENERALIZED EQUATION OF NONISOTROPIC DIFFUSION
Abstract
This article discusses one of the modern methods for solving boundary value problems of mathematical physics equations and approximate solutions are some effective evaluation.
First Page
33
Last Page
41
References
1. Tojiev T.X., Ibragimov SH.M. Metod Monte-Karlo dlya priblijyonnogo resheniya kraevoy zadachi diffuzionnogo uravneniya. Nauchno – texnicheskiy jurnal FerPI 2017 g., t. 21, №4. 2. Tojiev T.X., Ibragimov SH.M. Stoxasticheskie metodi approksimatsii dlya resheniya diffuzionnix zadach. «Fundamentalnie i prikladnie nauchnie issledovaniya: aktualnie voprosi, dostijeniya i innovatsii» sbornik statey XVI Mejdunarodnoy nauchno- prakticheskoy konferensii. – Penza: MSNS «Nauka i Prosveshenie». – 2018 g., 13-15 s.
Erratum
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Recommended Citation
Tojiev, Tohirjon Halimovich and Ibragimov, Shavkat Mamirovich
(2019)
"NUMERICAL SOLUTIONS OF THE CAUCHY PROBLEM FOR THE GENERALIZED
EQUATION OF NONISOTROPIC DIFFUSION,"
Scientific Bulletin of Namangan State University: Vol. 1
:
Iss.
10
, Article 6.
Available at:
https://uzjournals.edu.uz/namdu/vol1/iss10/6