On an Equation Associated with the Contact Lie Algebras

TL;DR

This paper investigates a nonlinear equation linked to contact Lie algebras, exploring its relevance to solvable models in field theory and higher-dimensional gravity using a Lie algebraic approach.

Contribution

It introduces and analyzes a specific nonlinear equation associated with contact Lie algebras, highlighting its potential applications in theoretical physics.

Findings

The equation is connected to contact Lie algebras ${f K}K_m$.

Potential relevance to solvable models in field theory.

Implications for gravity in higher dimensions.

Abstract

On an equation associated with the contact Lie algebras/ Mikhail V. Saveliev/ In the framework of a Lie algebraic approach we study a nonlinear equation associated with the contact Lie algebra ${\bf K}K_m$, that seems to be relavant for some solvable models of field theory and gravity in higher dimensions. LPTENS--93/43.