# Disturbing the $q$-Dyson Conjecture

## TL;DR

This paper explores computational approaches to formulate and analyze conjectures related to variants of Andrews' $q$-Dyson conjecture, aiming to advance understanding in this area of combinatorics.

## Contribution

It introduces computational methods for formulating and investigating conjectures on variants of the $q$-Dyson conjecture, providing new tools for research.

## Key findings

- Development of computational techniques for conjecture formulation
- Identification of new conjectural variants related to the $q$-Dyson conjecture
- Potential pathways for proving or disproving these conjectures

## Abstract

I discuss the computational methods behind the formulation of some conjectures related to variants on Andrews' $q$-Dyson conjecture.