
我已經發現了一些問題可以解決將文字嵌入到方程式環境中的問題,但是我還沒有找到任何適用於我的案例的解決方案。大多數人建議使用 \text 來隔離文本,但如果我有很長的文本段落,這種格式就不好。誰能為此建議一個更簡潔的方法?
我的程式碼如下:
我們在這裡關注以下類別時最大柱面的柯西問題
\documentclass{article}
\usepackage{amsmath, amsthm, amsfonts}
\newcommand{\fii}{\varphi}
\begin{document}
\begin{equation} \label{CP} \tag{CP}
\begin{split}
\text{Given an initial, smoothly immersed curve}\ s\mapsto (\fii_0(s),0) \in M \text{satisfying} \\
\fii_0(s)=\fii_0(s+1), \text{and a smooth, uniformly timelike vector field}\ X(s)\in T_{(\fii_0(s),0)}M \\
\text{along the curve, find a time}\ T\in (0,\infty] \text{and a smooth, maximally immersed cylinder} \Sigma \\
\text{which may be parametrized such that}\ \fii(s,0)=\fii_0(s) \text{and such that}\ X(s)\in T_{(\fii_0(s),0)}\Sigma
\end{split}
\end{equation}
\end{document}
這是輸出!
答案1
只需將其寫為文字和數學$inline$
,然後將其放置在環境\parbox
內部即可equation
。
\documentclass{article}
\usepackage{amsmath, amsthm, amsfonts}
\newcommand{\fii}{\varphi}
\begin{document}
\begin{equation} \label{CP} \tag{CP}
\parbox{4in}{%
Given an initial, smoothly immersed curve $s\mapsto (\fii_0(s),0) \in M$ satisfying
$\fii_0(s)=\fii_0(s+1)$, and a smooth, uniformly timelike vector field $X(s)\in
T_{(\fii_0(s),0)}M$ along the curve, find a time $T\in (0,\infty]$ and a smooth,
maximally immersed cylinder $\Sigma$ which may be parametrized such that
$\fii(s,0)=\fii_0(s)$ and such that $X(s)\in T_{(\fii_0(s),0)}\Sigma$%
}
\end{equation}
\end{document}