Lebesgue point for delta-subharmonic funcyion
Bài báo do tác giả TS.Nguyễn Văn Quỳnh giảng viên Toán cơ bản khoa Khoa học cơ bản, trường Đại học Công nghiệp Hà Nội đăng trên tạp chí: Journal; Вестник науки и образования số 24-4(78)/2020.
Abstract: Lebesgue point is important in the theory of subharmonic and delta-subharmonic functions. Classical properties were presented in many monographs, for example in the articleLandkoff's. Note that using the property continuity Lebesgue point A.F. Grishin studied the growth of subharmonic and delta-subharmonic functions at infinity. In the article we sharpen Grishin’s variant of the Lebesgue point continuity theorems. The result of this paper allows us to somewhat simplify the constructions from the proof of several assertions.
Key words: : Lebesgue point , uniform continuity, absolutely continuous function.
Toàn văn bài báo tải về tại đây: http://scientificjournal.ru/images/PDF/2020/78/VNO-24-78-IV-A.pdf
Thứ Năm, 14:27 04/06/2020
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