# Two classes of integral operators over the Siegel upper half-space

## TL;DR

This paper characterizes the boundedness of two classes of integral operators on weighted L^p spaces over the Siegel upper half-space, providing precise conditions for their boundedness.

## Contribution

It precisely determines the conditions under which these two classes of integral operators are bounded on weighted L^p spaces over the Siegel upper half-space.

## Key findings

- Exact boundedness conditions established
- Applicable to weighted L^p spaces
- Enhances understanding of integral operators in complex analysis

## Abstract

We determine exactly when two classes of integral operators are bounded on weighted $L^p$ spaces over the Siegel upper half-space.