SOLVING DIFFERENTIAL EQUATIONS WITH A PRIVATE DERIVATIVE USING FUZZY SETS

Authors

  • Abdikarimov Islombek Ibragimovich
  • Yusupova Mehribon Tulqin qizi

Keywords:

differential equation, derivative, differential equation with private derivative, non-finite sets, modeling, analytical solutions

Abstract

This article is devoted to the development of an algorithm and a program for solving partial differential equations using fuzzy sets. Partial differential equations are an important tool for modeling many physical and engineering systems. However, their analytical solution is often difficult or even impossible. The developed approach is based on fuzzy logic and offers an effective solution for modeling complex systems.

References

Yusupova M.T, Shaazizova M.E, Abduraxmanov A.A , Jumanazarov B.J ,: MODIFICATION OF THE MONTE CARLO METHOD FOR PARALLEL MACHINES,/ “ZAMONAVIY AXBOROT, KOMMUNIKATSIYA TEXNOLOGIYALARI VA AT-TA’LIM TATBIQI MUAMMOLARI” MAVZUSIDAGI RESPUBLIKA ILMIY-AMALIY ANJUMANI MA’RUZALAR TO‘PLAMI. 9 aprel 2022-yil

Yusupova M. T, Mo’minov S. Yu. : ON THE GLOBAL EXISTENCE OF SOLUTIONS TO FUZZY DIFFERENTIAL EQUATIONS. Fan, ta’lim, innovatsiyalar: Dolzarb muammolar va zamonaviy yo’nalishlar mavzusida Respublika ilmiy-amaliy konfrensiyasi. “Ma’mun-Universiteti”NTM.2023-yil 12-aprel.

Бекмуратов Т.Ф., Мухамедиева Д.Т. Методы и алгоритмы синтезанечетко-нейронных моделей принятия решений. Издательство «Palmarium Academic Publishing». AV Akademikerverlag GmbH&Co.KG Heinrich-Böcking-Str. 6-8, 66121 Saarbrucken, Germany. 2013. 164 с.

Мухамедиева Д.Т. Разработка нечетких моделей задач принятия решений. Издательство «Palmarium Academic Publishing».AV Akademikerverlag GmbH&Co.KG Heinrich-Böcking-Str. 6-8,66121 Saarbrucken, Germany. 2014. 190с.

Published

2024-04-10