# On projective threefolds of general type with p_g=2

## TL;DR

This paper classifies minimal projective threefolds of general type with geometric genus 2 by analyzing the birationality of their sixth canonical maps, advancing understanding of their geometric structure.

## Contribution

It provides a classification of such threefolds based on the birationality of their 6-canonical maps, a novel approach in this context.

## Key findings

- Classification of minimal projective 3-folds with p_g=2
- Conditions for birationality of 6-canonical maps
- New insights into the structure of general type threefolds

## Abstract

We classify minimal projective 3-folds of general type with $p_g = 2$ by studying the birationality of their 6-canonical maps.