CARLEMAND FUNCTION FOR BIHARMONIC FUNCTIONS IN SOME UNLIMITED SET OF 2-DIMENSIONAL SPACE.
Keywords:
теоремы типа Фрагмена – Линделефа, бигармонические функции, интегральное представлениеAbstract
In this article we consider Carlеman’s functions, to find integral
representation for the polygarmonious functions(Δ2u(y) = 0) defined in unbounded
domain of Euclidean space obtaining an integral representation, with its help, a
theorem of the Fragmen-Lindelef type is obtained
Published
2023-09-20 — Updated on 2024-05-10
Versions
- 2024-05-10 (2)
- 2023-09-20 (1)
How to Cite
Зебинисо Рахимовна Ашурова, Умидахон Юнусалиевна Жураева, & Фируза Уткуржоновна Маллаева. (2024). CARLEMAND FUNCTION FOR BIHARMONIC FUNCTIONS IN SOME UNLIMITED SET OF 2-DIMENSIONAL SPACE. FAN VA TA’LIM INTEGRATSIYASI (INTEGRATION OF SCIENCE AND EDUCATION), 1(1), 7–13. Retrieved from http://journal.uzfi.uz/index.php/ISE/article/view/7 (Original work published September 20, 2023)
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Amaldagi son
