I didn't receive a response on this. If the question isn't clear, please let me know what needs to be clarified.
I'm sure my request isn't unique: one of the major goals of Sage is to provide a platform that allows people to _verify_ it, which is par for the course for any mathematician. I'd like to see the steps Sage uses to convert the sum I give it (or what not) to the form it chooses. On Jun 25, 2:44 pm, "S. Robert James" <srobertja...@gmail.com> wrote: > Hi. Checking out sage, and it's amazing. I'm a bit overwhelmed by its > size, though... I intend to use it to handle some of the messy > algebraic manipulations while I work on combinatorics. Can anyone > help with these questions: > > 1) When I enter a sum in sage: > > > h = sum(h_m, m, 1, 2*n)/2*n # h_m is already defined in terms of m > and n > > sage gives me an answer in closed algebraic form. That's great. But > I'd like to know how it simplified it. Is there anyway to have Sage > "show it's work"? That is, show the steps it took to rewrite my sum > into the closed form . > > (As a beginner, I'm not sure if I'm using Sage right - so it's very > important for me to be able to verify what it does.) > > 2) Now, when I tell sage to display h, it displays it in simplified > form. Great. But I'd also like to be able to print out the original > definition - how can I do that? > > In general, both of these questions relate to the same concern: Sage > is great; but I don't want to follow it blindly. I'd like to be able > to query what I put in, what Sage converted it to, and how. -- To post to this group, send email to sage-support@googlegroups.com To unsubscribe from this group, send email to sage-support+unsubscr...@googlegroups.com For more options, visit this group at http://groups.google.com/group/sage-support URL: http://www.sagemath.org
