# Precise asymptotics near a generic $\mathbb S^1\times\mathbb R^3$ singularity of mean curvature flow

## TL;DR

This paper analyzes a specific generic singularity in mean curvature flow modeled on the bubble-sheet $\

## Contribution

It provides a detailed asymptotic profile near a $\

## Key findings

- Derived precise asymptotics for the singularity
- Characterized the local geometric structure
- Enhanced understanding of bubble-sheet singularities

## Abstract

In the present paper we study a type of generic singularity of mean curvature flow modelled on the bubble-sheet $\mathbb S^1\times\mathbb R^3$ , and we derive an asymptotic profile for a neighborhood of singularity.