К содержанию
CiteXCiteX — научный поиск с источниками
РецензированоUZ2026

PARABOLIK, GIPERBOLIK VA ELLIPTIK TENGLAMALAR UCHUN TESKARI MASALA YECHIMINI QURISH

G‘ulomjonova Sakinabonu Rashidjon qizi

Журнал инноваций нового века · 2026

Аннотация

This article considers inverse problems for differential equations of parabolic, hyperbolic, and elliptic types. The ill-posedness of inverse problems, their application, and their occurrence on the basis of physical models are discussed. Methods for recovering solutions for inverse problems of each type of equation are described. The ill-posed (ill-posed) properties of recovery problems, as well as the main approaches to solving them, in particular, regularization methods, are covered. Keywords: Inverse problem, ill-posed problem, parabolic equation, hyperbolic equation, elliptic equation, regularization, Fredholm operator, recovery problem. https://scientific-jl.com/new 22 00 33 Volume–78_Issue-3_June-2025 JOURNAL OF NEW CENTURY INNOVATIONS

Доказательный фрагмент

«This article considers inverse problems for differential equations of parabolic, hyperbolic, and elliptic types.»

Образец извлечения

Демо-превью

This article considers inverse problems for differential equations of parabolic, hyperbolic, and elliptic types. Полный текст публикации CiteX не хранит — доступ к первоисточнику открывается по DOI согласно лицензии издателя и выбранному плану.

DOI не указан
Цитирований
0
Просмотров
0
Тип
Журнал
Страна
Узбекистан
Ключевые слова
Inverse problem, ill-posed problem, parabolic equation, hyperbolic, giperbolik tenglama, parabolik tenglama, tiklash masalasi., regulizatsiya, elliptik tenglama, nokorrekt masala, Kalit so‘zlar: Teskari masala, Fredgolm operatori
Спросить CiteX об этой работе

Смежные источники