Multiple equivalent matings with the aeroplane polynomial

TL;DR

This paper demonstrates how to generate arbitrarily large classes of equivalent matings using the aeroplane polynomial, extending previous techniques from Wittner captures.

Contribution

It introduces a generalized method for constructing large equivalence classes of matings with the aeroplane polynomial.

Findings

Arbitrarily large equivalence classes of matings are constructed.

The technique generalizes Wittner captures.

New methods extend understanding of polynomial matings.

Abstract

We produce arbitrarily large equivalence classes of matings with the aeroplane polynomial. These are obtained by a slight generalisation of the technique of proof of a similar result for Wittner captures.