The Plemelj-Sokhotski formulas, which deal with limiting values of the Bochner-Martinelli type integral, are powerful tools for analyzing boundary value problems. This article aims to study the boundary behavior of the Bochner-Martinelli type integral formula for the k-Cauchy-Fueter operator. Specifically, we consider the Plemelj-Sokhotski formulas, which will extend the corresponding results in the complex analysis of several variables.

中文翻译：

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与 k-Cauchy-Fueter 运算符关联的 Plemelj-Sokhotski 公式

Plemelj-Sokhotski 公式处理 Bochner-Martinelli 型积分的极限值，是分析边值问题的强大工具。本文旨在研究 k-Cauchy-Fueter 算子的 Bochner-Martinelli 型积分公式的边界行为。具体来说，我们考虑 Plemelj-Sokhotski 公式，它将在几个变量的复杂分析中扩展相应的结果。