# Cross-sections of multibrot sets

## TL;DR

This paper investigates the intersection of multibrot sets with specific rays in the complex plane, providing insights into their geometric structure and properties.

## Contribution

It characterizes the intersection of multibrot sets with rays where ^{d-1}=\u00b11, revealing new geometric features.

## Key findings

- Identifies the intersection points of multibrot sets with certain rays.
- Provides a detailed description of the structure of these intersections.
- Enhances understanding of multibrot set geometry.

## Abstract

We identify the intersection of the multibrot set of $z^d+c$ with the rays ${\mathbb R}^+\omega$, where $\omega^{d-1}=\pm1$.