Re: [O] problems with mathjax CDN and HTML export
On 11/8/11 5:09 PM, Giovanni Ridolfi wrote: Yes, You're right. It is exported correctly and correctly formatted if you export only *this* subheading. The subheading ** $$. But, if you export the whole subtree, from the * mathjax test heading, the equation is converted in HTML format e.g.:alpha; = \frac{1}{Lsub0/sub} Giovanni Ah, I see. The problem is that the $$ in the subheading is interpreted as an unclosed math snippet. (Interesting that it's still exported as a heading.) After that, math closes when it should open. Try closing the subheading: * $$ $$ and exporting again. Getting $$ as a subheading is not quite straightforward, but the following will work. Create a user-defined dollar-sign entity (org doesn't have one by default): (setq org-entities-user '((dollar \\$ nil #36; $ $ $))) Now * \dollar\dollar should work. Yours, Christian
Re: [O] problems with mathjax CDN and HTML export
Christian Moe m...@christianmoe.com writes: Hi Christian, thank you for checking, On 11/7/11 5:02 PM, Giovanni Ridolfi wrote: the math snippets are always converted in HTML format e.g.:alpha; = \frac{1}{Lsub0/sub} Do I understand correctly that this is your problem? yes. (Not very clear from your long example, which starts with the CDN service.) sorry for that If so, I can't reproduce it. Your $$ \alpha = \frac{1}{L_{0}} \left( \frac{L_2-L_1}{T_2-T_1} \right) = \frac{1}{L_0}\frac{\Delta L}{\Delta T} $$ exports verbatim for me, and is correctly formatted. I tried. Yes and no. Yes, You're right. It is exported correctly and correctly formatted if you export only *this* subheading. The subheading ** $$. But, if you export the whole subtree, from the * mathjax test heading, the equation is converted in HTML format e.g.:alpha; = \frac{1}{Lsub0/sub} Giovanni
Re: [O] problems with mathjax CDN and HTML export
On 11/7/11 5:02 PM, Giovanni Ridolfi wrote: the math snippets are always converted in HTML format e.g.:alpha; = \frac{1}{Lsub0/sub} Do I understand correctly that this is your problem? (Not very clear from your long example, which starts with the CDN service.) If so, I can't reproduce it. Your $$ \alpha = \frac{1}{L_{0}} \left( \frac{L_2-L_1}{T_2-T_1} \right) = \frac{1}{L_0}\frac{\Delta L}{\Delta T} $$ exports verbatim for me, and is correctly formatted. Yours, Christian