# Automorphisms of weighted complete intersections

## TL;DR

This paper proves that smooth, well-formed weighted complete intersections generally have finite automorphism groups, with some clearly identified exceptions, advancing understanding of their symmetry properties.

## Contribution

It establishes the finiteness of automorphism groups for a broad class of weighted complete intersections, identifying specific cases where this does not hold.

## Key findings

- Finite automorphism groups for smooth well-formed weighted complete intersections
- Identification of obvious exceptions to finiteness
- Contribution to the classification of symmetries in algebraic geometry

## Abstract

We show that smooth well formed weighted complete intersections have finite automorphism groups, with several obvious exceptions.