# Leading terms of $\text{SL}_3$ web invariants

## TL;DR

This paper identifies the minimal term in the invariant of an SL_3 web diagram using web growth rules, providing insights into the structure of these invariants.

## Contribution

It introduces a method to determine the minimal term in SL_3 web invariants based on web growth rules, advancing understanding of their algebraic structure.

## Key findings

- Successfully identifies minimal terms in SL_3 web invariants
- Establishes a link between web growth rules and invariant terms
- Provides a new approach for analyzing web invariants

## Abstract

We use Khovanov and Kuperberg's web growth rules to identify the minimal term in the invariant associated to an $\text{SL}_3$ web diagram, with respect to a particular term order.