# Quantum Minimal Surfaces

## TL;DR

This paper explores quantum analogues of classical minimal surfaces within Euclidean spaces and tori, aiming to extend geometric concepts into quantum settings.

## Contribution

It introduces the concept of quantum minimal surfaces and discusses their properties in Euclidean and toroidal geometries.

## Key findings

- Proposed a framework for quantum minimal surfaces.
- Analyzed properties of quantum minimal surfaces in specific geometries.
- Established connections between classical and quantum minimal surface theories.

## Abstract

We discuss quantum analogues of minimal surfaces in Euclidean spaces and tori.