我有以下代码
\documentclass[12pt,a4paper,openany]{book}
\usepackage{enumitem}
\usepackage{mathtools}
\DeclareMathOperator{\im}{Im}
\DeclareMathOperator{\id}{Id\,}
\newcommand{\summand}{\subseteq^{\oplus}}
\newcommand{\End}{\textup{End}}
\newcommand{\Hom}{\textup{Hom}}
\begin{document}
\chapter{Preliminaries and Basic Results}
\section{Basic Notions and Definitions}
\begin{enumerate [font=\bfseries,
label=\thesection.\arabic*,
wide,
labelindent=0pt]
\item For right $R$-modules $M_R$ and $N_R$, we use
$\Hom(M_R,N_R)$ or $\Hom(M,N)$ to denote the set of all $R$-
homomorphisms from $M_R$ to $N_R$. Likewise, $\End(M_R)$ or
$\End(M)$ denotes the endomorphism ring of an $R$-module
$M$. We denote the identity of $\End(M)$ by $\id_M$. For an
$R$-homomorphism $f\in \Hom(M,N)$, $\im f$ and $\ker f$
denote the image and the kernel of $f$, respectively. For a
submodule $V$ of $M$, $f|_V$ means the restriction of $f$ to
$V$. Also, ``homomorphism'' is used for ``$R$-
homomorphism''. When the context is clear, the subscript $R$
may be omitted. We write $N\subseteq M$ if $N$ is a
submodule of $M$, and $N \summand M$ if $N$ is a (direct)
summand of $M$. \\
\hspace*{0.5cm} A monomorphism $f:M\to N$ is said to
\textit{split} if there exists $f\in \Hom(N,M)$ such that
$gf=\id_M$. This is equivalent to saying that $\im f
\summand N$.
\end{enumerate}
\end{document}
我添加了\hspace*{0.5cm}
缩进,因为默认情况下没有缩进。另外,删除\\
并留出空行并在下一行上书写对我来说并不适合,因为这会产生不需要的小垂直空间。
如何摆脱\hspace*{0.5cm}
并克服这个压痕问题?
编辑:我添加了 MWE。