Table of Contents

Abelian Group

Definition

A group is if its binary operation is commutative; otherwise, it is .


Remarks


$\LaTeX$ version

definition.abelian_group.tex
%%%%%
% DEPENDENCIES 
% RequiredMacros: \newcommand{\textdef}[1]{\textit{#1}} 
%%%%%
\begin{definition}
A group is \textdef{abelian} if its binary operation is commutative; otherwise, it is said to be \textdef{nonabelian}.
\end{definition}