# Tensegrities on the space of generic functions

## TL;DR

This paper introduces a new concept of self-stresses for set functions with generic critical points, inspired by Maxwell frameworks and differential forms, focusing on the two-dimensional case.

## Contribution

It presents a novel notion of self-stresses on set functions, connecting classical Maxwell frameworks with differential forms in a new context.

## Key findings

- Defines self-stresses on set functions with critical points
- Links Maxwell frameworks to differential forms in 2D
- Extends definitions to higher dimensions

## Abstract

In this small note we introduce a notion of self-stresses on the set functions in two variables with generic critical points. The notion naturally comes from a rather exotic representation of classical Maxwell frameworks in terms of differential forms. For the sake of clarity we work in the two-dimensional case only. However all the definitions for the higher dimensional case are straightforward.