# Representations of abstract copolarity one and two

## TL;DR

This paper investigates the cohomogeneity of reducible representations with copolarity 1 and 2, extending previous research by notable mathematicians in the field.

## Contribution

It generalizes existing results on the cohomogeneity of representations with copolarity 1 and 2, broadening the understanding of their structure.

## Key findings

- Extended classification of reducible representations with copolarity 1 and 2.
- Provided new insights into the cohomogeneity of these representations.
- Built upon and generalized prior results by Gorodski, Olmos, Tojeiro, and Lytchak.

## Abstract

We study the cohomogeneity of possibly reducible representations of copolarity 1 and 2, generalizing results obtained by Claudio Gorodski, Carlos Olmos, Ruy Tojeiro and by Claudio Gorodski, Alexander Lytchak.