Classification of Conformal Representations Induced from the Maximal Cuspidal Parabolic

TL;DR

This paper advances the systematic construction of invariant differential operators for conformal algebra representations induced from the maximal cuspidal parabolic, contributing to the understanding of conformal representation theory.

Contribution

It introduces new methods for constructing invariant differential operators in the context of conformal algebra representations from the maximal cuspidal parabolic.

Findings

Development of explicit invariant differential operators

Enhanced understanding of conformal representation structures

Framework for further applications in conformal geometry

Abstract

In the present paper we continue the project of systematic construction of invariant differential operators on the example of representations of the conformal algebra induced from the maximal cuspidal parabolic.