# Bounds of the multiplicity of abelian quotient complete intersection singularities

## TL;DR

This paper studies the multiplicities and log canonical thresholds of abelian quotient complete intersection singularities, providing bounds and insights into their algebraic properties.

## Contribution

It introduces bounds for the multiplicity of abelian quotient complete intersection singularities based on their special data.

## Key findings

- Established bounds for the multiplicity of these singularities.
- Analyzed the relationship between multiplicity and log canonical thresholds.
- Provided new insights into the structure of abelian quotient complete intersection singularities.

## Abstract

In this paper, we investigate the multiplicities and the log canonical thresholds of abelian quotient complete intersection singularities in term of the special datum. Moreover we give bounds of the multiplicity of abelian quotient complete intersection singularities.