[Blindmath] mathplayer, jaws, and math in graphics?
Sarah Jevnikar
sarah.jevnikar at utoronto.ca
Sun Apr 3 22:55:54 UTC 2011
Hi Kevin and all,
If you install the math player plugin, open the attached file in IE and ok
any security warning you may get, you should be able to read a stats lecture
of mine from last term in Math ML.
As for LaTeeX output, check out this article on the Pythagorean Theorem from
Wikipedia.
http://en.wikipedia.org/wiki/Pythagorean_Theorm
The c squared = a squared + b squared formula is written in LaTeX.
hth,
Sarah
-----Original Message-----
From: blindmath-bounces at nfbnet.org [mailto:blindmath-bounces at nfbnet.org] On
Behalf Of Kevin Chao
Sent: April 3, 2011 4:08 PM
To: andrew.stacey at math.ntnu.no; Blind Math list for those interested in
mathematics
Subject: Re: [Blindmath] mathplayer, jaws, and math in graphics?
Hi Dr. Stacey,
I very much appreciate the clarification on roles of MathML and LaTeX.
If I may, I have a few more questions.
* MathML output is only accessible with MathPlayer, which works with
Internet Explorer and JAWS. Is that correct? So, there's nothing for
Firefox or NVDA?
* What are commonly used converters for LaTeX, which will get it
processed into a suitable format to be read?
I'm very interested in examples of MathML and LaTeX output.
Thanks,
Kevin
On 4/3/11, Andrew Stacey <andrew.stacey at math.ntnu.no> wrote:
> There seems to be some confusion regarding LaTeX and MathML here. I'd
like
> to
> help straighten that out, if I may. The confusion is with regarding their
> roles.
>
> LaTeX is an input format. It is how we mathematicians write our articles,
> books, webpages, and anything else where mathematics is involved. (And
> often
> anything where mathematics isn't involved. I use LaTeX to design my
> children's birthday invitations.) It is not designed to be read as-is.
It
> is
> intended to be processed into a suitable output format and then read. If
> anyone thinks that they can read LaTeX and understand what is going on,
then
> I have a few documents I can post samples from which will soon disabuse
you
> of
> that notion. Of course, very simple LaTeX can be read. Something like
x^2
> + y^2 = z^2 is fairly easy to understand, but try something more
complicated
> like \sum_{m = 2 \over m \text{prime}}^{\infty} \frac{1}{m^s} and you'll
see
> what I mean. And that's fairly simple compared to what can be written.
> When
> you realise that LaTeX (or rather, TeX) is completely programmable, then
> you'll see that you can find absolutely anything in a LaTeX document.
>
> MathML is an output format. It is not designed to be written directly,
but
> it
> is designed to be read. Of course, one needs a suitable renderer: a
browser
> for the sighted and something like MathPlayer for those who want their
> mathematics read, but then the same is true of any output format. As it
is
> an
> open standard, it is a reasonable task to design a program to render
MathML
> in
> to any desired medium.
>
> It is possible, though not always straightforward, to convert LaTeX to
> MathML.
> One reason why it is not always straightforward is that TeX (the program
> underlying LaTeX) often needs to know things about its output. When run
> normally, TeX has complete control over the process and so can know
exactly
> how the output will be seen. When producing MathML (or XHTML), it can't
> know
> exactly how the output will be seen. But those are technical difficulties
> that can usually be avoided. The main difficulty is that most websites
> don't
> bother with this route. They convert the LaTeX mathematics to a graphic
> which
> is then displayed, with the original LaTeX as the alt text. Because of
how
> it
> is produced, the LaTeX is usually very simple (no complicated macros), and
> so
> it may be possible to get by with reading the alt text.
>
> So if you want to read mathematics, look for MathML. If you want to write
> mathematics, learn LaTeX (or another TeX variant).
>
> Andrew Stacey
>
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