# Sticky matroids and Kantor's Conjecture

## TL;DR

This paper establishes the equivalence between Kantor's Conjecture and the Sticky Matroid Conjecture, linking two important open problems in matroid theory.

## Contribution

It proves that Kantor's Conjecture and the Sticky Matroid Conjecture are logically equivalent, clarifying their relationship in matroid theory.

## Key findings

- Proves the equivalence of Kantor's and Sticky Matroid Conjectures
- Clarifies the relationship between two major open problems in matroid theory
- Provides a foundation for future research on these conjectures

## Abstract

We prove the equivalence of Kantor's Conjecture and the Sticky Matroid Conjecture due to Poljak und Turz\'ik.