# Symmetry breaking differential operators, the source operator and Rodrigues formul\ae

## TL;DR

This paper derives a Rodrigues type formula for symbols of covariant bi-differential operators on simple Jordan algebras, advancing the understanding of symmetry breaking operators in this mathematical context.

## Contribution

It introduces a Rodrigues formula for these operators' symbols, providing a new explicit computational tool in the theory of Jordan algebras.

## Key findings

- Rodrigues formula for covariant bi-differential operators
- Explicit symbols for symmetry breaking operators
- Enhanced computational methods in Jordan algebra theory

## Abstract

A Rodrigues type formula is obtained for the symbols of the covariant bi-differential operators on a simple Jordan algebra.