MONTE-KARLO USULI BILAN BA’ZI INTEGRALLARNI HISOBLASH

Authors

  • Tojiyev Toxirjon fizika-matematika fanlari nomzodi, dotsent, FarDU
  • Mamatojiyeva Shoxsanam magistrant, 1-kurs, FarDU
  • Ernazarova Nargiza magistrant, 1-kurs, FarDU

Keywords:

Monte-Karlo usuli, baholash, maydon

Abstract

Ko’p sohalarda hisoblash jarayonidagi ma’lum qism integralni hisoblash natijasiga bog’liq bo’ladi. Integrallanuvchi funksiyaning integrali har doim ham analitik ko’rinishda bo’lavermaydi. Bu ishda Monte-Karlo usuli yordamida ba’zi integrallarni hisoblash usullari keltirilgan.

References

Halimovich, T. T., Mamirovich, I. S., Muminovich, K. A., Solizhonovich, A.S., & Valerievich, S. Z. (2020). Monte Carlo method for constructing an

unbelised assessment of diffusion problems. European science review, (1-2),7-12.

Tojiev, T. H., & Ibragimov, S. M. (2019). Numerical solutions of the cauchy problem for the generalized equation of nonisotropic diffusion. Scientific and Technical Journal of Namangan Institute of Engineering and Technology, 1(10), 33-41.

Тожиев T, И. Ш., & Рахимов, К. (2017). Методы построения цепей маркова аппроксимирующие диффузионных задач. Toshkent shahridagi turin politexnika universiteti, 156.

Tojiyev, T., Boynazarov, A., & Farmonov, S. (2022). Pharmacokinetics is a description of drugs and their behavior in the human body by building a mathematical model. Евразийский журнал медицинских и естественных наук, 2(13), 146-149.

Тожиев, Т. Х. (2000). Метод Монте-Карло для решения некоторых диффузионных задач.

Halimovich, T. T., & Abdurashidovich, K. A. (2022). Calculation of the exact integral by the monte carlo method. International journal of social science &Interdisciplinary research ISSN: 2277-3630 Impact factor: 7.429, 11(12), 38-47.

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Published

2023-12-22

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Section

Articles

How to Cite

MONTE-KARLO USULI BILAN BA’ZI INTEGRALLARNI HISOBLASH. (2023). Proceedings of International Educators Conference, 2(12), 151-155. https://econferenceseries.com/index.php/iec/article/view/3393