I was surprised that the Latex code from a recent question didn't throw up any errors, and even more surprised on further investigation, that Crowley's explanation seems to be true. My intuition about the \begin{equation} ... \end{equation}
code is clearly off, what's really going on?
Consider this, slightly adapted code:
\begin{equation}
1: e^{i\pi}+1=0
$$ 2: B\"ob $$
3: e=mc^2
\end{equation}
This seems to prove that Crowley's explanation of such code, namely 开发者_开发技巧that "What that code says to LaTeX is begin equation, end it, begin it again, typeset definition of tangens and end the equation" is right: lines 1&3 can only be typeset in maths mode, line 2 only in text mode.
Shouldn't Latex see that the \end{equation}
is ending a display math that wasn't started by the \begin{equation}
?
Maybe it is because of environments math
and displaymath
.
I just tried those codes
\[\alpha$$
- works properly
\begin{displaymath}\alpha$$
- error (\begin{displaymath} ended by \end{document}
) *
\displaymath\alpha$$
- works properly
\displaymath\alpha\displaymath
- error (Bad math environment delimiter
)
\displaymath\alpha\enddisplaymath
- works properly.
Symetric options produce same results, so I think there's in LaTeX command definition
\newcommand{\[}{\displaymath}
\newcommand{\]}{\enddisplaymath }
\newenvironment{displaymath}{\displaymath}{enddisplaymath}
and in TeX something like
"if(displaymath)
{$$ := \displaymath}
else
{$$ := \displaymath}"
Maybe I'm wrong, but this seems logical to me.
- Note: That proves that I was wrong. Better words are It says: "Begin equation, switch to text mode, switch back to displaymath, typeset tangens definition and finally end the equation".
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