Generalization of One of Lie's Theorems

TL;DR

This paper extends a classical Lie theorem to a broader class of algebraic structures called Lie-like algebras, providing new theoretical insights into their properties.

Contribution

It introduces a generalized version of Lie's Theorem applicable to Lie-like algebras, expanding the scope of Lie theory.

Findings

Proves a generalized Lie's Theorem for Lie-like algebras

Establishes foundational properties of Lie-like algebras

Enhances understanding of algebraic structures related to Lie algebras

Abstract

We prove a generalization of one of Lie's Theorems in the context of Lie-like algebras$^{2-nd}$.