On a class of curved flag multipliers

TL;DR

This paper characterizes a specific family of curved flag kernels through their multipliers and establishes their boundedness on L^p spaces, contributing to harmonic analysis.

Contribution

It introduces a new class of curved flag kernels and proves their L^p boundedness based on their multiplier properties.

Findings

Characterization of curved flag kernels via multipliers

Proof of L^p boundedness for the kernels

Advancement in understanding flag kernel operators

Abstract

We characterize a family of curved flag kernels in terms of their multipliers and prove L^p boundedness.