IKKINCHI TARTIBLI DIFFERENSIAL TENGLAMALAR VA ULARNI YECHISHNING O’ZGARMASNI VARIATSIYALASH USULI. OSTROGRADSKIY-LIUVILL FORMULASI

Authors

  • Abrorbek Toxirov Andijon davlat pedagogika instituti Matematika va informatika kafedrasi o‘qituvchisi Author
  • Malika G‘aniyeva Andijon davlat pedagogika instituti Matematika yo‘nalishi 1-kurs Author
  • Zulxumor Alijonova Andijon davlat pedagogika instituti Matematika yo‘nalishi 1-kurs Author

Keywords:

Homogeneous, variational, differential, Ostrogradsky-Liouville formula.

Abstract

This article will introduce you to the methods of solving higher-order equations. You will also be fully familiar with the methods of solving second-order differential equations and the method of variation of the invariant. The Ostrogradsky-Liouville formula will also be discussed.

References

Soatov Yo. U. Oliy matematika 2-tom, Toshkent “O’qituvchi’, 1994 y.

Soatov Yo. U. Oliy matematika 3-tom, Toshkent “O’qituvchi’, 1996 y.

E.F.Fayziboyev, Z.I.Suleymenov, B.A.Xudoyorov, Oliy matematikadan misol va masalalar to’plami. Toshkent “O’qituvchi” 2005 y.

Farxod Rajabov, Matematika, “O’zbekiston faylasuflari milliy jamiyati” Toshkent, 2007 y.

N.S.Piskunov, Differensial va integral hisob 2-qism

Published

2025-02-24

Issue

Vol. 3 No. 5 (2025): Young scientists

Section

Articles

How to Cite

IKKINCHI TARTIBLI DIFFERENSIAL TENGLAMALAR VA ULARNI YECHISHNING O’ZGARMASNI VARIATSIYALASH USULI. OSTROGRADSKIY-LIUVILL FORMULASI. (2025). Young Scientists, 3(5), 29-34. https://in-academy.uz/index.php/YO/article/view/30193