# A family of threefolds of general type with canonical map of high degree

## TL;DR

This paper introduces a new family of smooth minimal threefolds of general type with a canonical map of degree 96, surpassing previous bounds and advancing understanding of the geometry of such threefolds.

## Contribution

It constructs a specific family of threefolds with a higher canonical map degree than previously known, demonstrating new possibilities in threefold geometry.

## Key findings

- Canonical map degree of 96 achieved
- Improves previous bound of 72
- Provides explicit family of threefolds

## Abstract

In this note we provide a two-dimensional family of smooth minimal threefolds of general type with canonical map of degree 96, improving the previous known bound of 72.