What should be included in the tutorial that's not already there? In
another thread

<http://groups.google.com/group/sage-devel/browse_frm/thread/
77ddcfefa972bb9b/53fda9a549b12d63?
lnk=gst&q=dirichlet#53fda9a549b12d63>

Marshall Hampton made these suggestions:

> 1) In calculus/differential equations, give a cythonized version of
> Runge-Kutta, and maybe an @interact example on different numerical
> methods; there are a couple of @interact things on the wiki that could
> be chosen or combined for that.  Is it possible to include screenshots
> in the tutorial (.pngs)?

Yes, it is possible to include pngs in the tutorial.  I've posted a
version of the tutorial with a few pictures here:

<http://www.math.washington.edu/~palmieri/Sage/tut/tut-pix.pdf>

The pictures appear around page 20, in the plotting section.  These
also appear just fine in the static html version (but not in the live
version, which doesn't bother me too much, since users can evaluate
the code to reproduce the pictures).

However, I can't decide if the interact stuff should be in the
tutorial.  The results are great, but the code required to produce
them might be daunting to beginners.  So should we include some
@interact examples or not?  If so, is it best to have a separate
section on @interact (this is what I'm thinking right now) or to
scatter a few @interact examples throughout the manual, e.g., in the
diff eq section?

> 2) The tutorial should have some simple stats examples, pretty early
> on I think.  I'm not sure what exactly to suggest though. Probably
> better to use scipy.stats instead of R for pythonic continuity.

I think a section on statistics is a good idea, but I'm not the person
to write it.

How about some graph theory? Other combinatorics?  I don't know Sage's
capabilities in these areas, so what's worth including in the
tutorial?

What else?

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