# A tutorial for the MAPLE ETA package

## TL;DR

This paper provides a tutorial on using the ETA package in MAPLE for calculating and proving identities involving Dedekind's eta function, facilitating work with modular functions.

## Contribution

It introduces the ETA package for MAPLE, enabling automated proofs of eta-product identities using the valence formula.

## Key findings

- Simplifies proving eta-product identities.
- Automates calculations with Dedekind's eta function.
- Enhances research in modular forms.

## Abstract

This is a tutorial for using ETA, a MAPLE package for calculating with Dedekind's eta function. The ETA package is designed for proving eta-product identities using the valence formula for modular functions.