Riemann boundary value problem on non‐rectifiable curves for null‐solutions of iterated and meta class of certain type of Beltrami equation
发布时间：2026-03-02
点击次数：
DOI码：10.1002/mma.70639
发表刊物：Mathematical Methods in the Applied Sciences
摘要：In this paper, we generalize the class of jump curves of the classical Riemann boundary value problem to the class of 𝑑-summable Jordan closed curves, and the function class of the classical Riemann boundary value problem to the poly-𝛽-analytic and meta-𝛽-analytic function classes, respectively. By applying the method for solving Riemann boundary value problem for 𝛽-analytic functions on 𝑑-summable curves, we derive the solvability conditions and explicit solutions for the identical-factor Riemann boundary value problem of poly-𝛽-analytic and meta-𝛽-analytic functions defined on 𝑑-summable Jordan closed curves.
合写作者：Yan Dai, Juan Bory Reyes, Fuli He*
论文类型：期刊论文
学科门类：理学
一级学科：数学
文献类型：J
卷号：49
期号：10
页面范围：10993–11007
是否译文：否
发表时间：2026-02-28
收录刊物：SCI