如何使第一个和倒数第二个等号彼此相邻:
\begin{multline}
\langle z,T\rangle= z_{0}T_{0}+...+z_{n-1}T_{n-1}+1 \\
=z_{0}T_{0}+...+z_{n-1}T_{n-1}+k(T_{0}+...+T_{n-1})+1 = (z_{0}+k)T_{0}+...+(z_{n-1}+k)T_{n-1}+1\\ =z_{0}^{\prime}T_{0}+...+z^{\prime}_{n-1}T_{n-1}+1= \langle z^{\prime}, T\rangle
\end{multline}
答案1
对于跨多个方程的单个对齐点,使用align
:
\documentclass{article}
\usepackage{amsmath}
\begin{document}
\begin{align}
\langle z, T \rangle &= z_0 T_0 + \dots + z_{n-1} T_{n-1} + 1 \nonumber \\
&= z_0 T_0 + \dots + z_{n-1} T_{n-1} + k (T_0 + \dots + T_{n-1}) + 1 \nonumber \\
&= (z_0 + k) T_0 + \dots + (z_{n-1} + k) T_{n-1} + 1 \nonumber \\
&= z_0^\prime T_0 + \dots + z^\prime_{n-1} T_{n-1} + 1 = \langle z^\prime, T \rangle
\end{align}
\end{document}