# Casimir operators of centrally extended l-conformal Galilei algebra

## TL;DR

This paper derives the complete set of Casimir operators for the centrally extended l-conformal Galilei algebra, providing a simplified and accessible formulation.

## Contribution

It presents the first explicit, simple form of all Casimir elements for this algebra, advancing understanding of its structure.

## Key findings

- Complete set of Casimir operators derived
- Casimir elements expressed in simple, tractable form
- Facilitates further algebraic and physical applications

## Abstract

The full set of Casimir elements of the centrally extended l-conformal Galilei algebra is found in simple and tractable form.