On 9/7/13 11:30 AM, davidp wrote:
I am wondering why only the first cell in the following is automatically
evaluated:
http://people.reed.edu/~davidp/211/sage/sagecell/tangent_plane.html
I have autoeval set to 'True' and notice that if I add
1+1
at the end, it is automatically evaluated.
Th
I found a temporary workaround. Save as .eps (which works fine) and then
use epstopdf to convert to .pdf.
On Saturday, September 7, 2013 12:01:40 PM UTC-4, P Purkayastha wrote:
>
> It seems saving to pdf is broken on sage-5.10 onwards. Works till
> sage-5.9. The problem is only in graphs. Norma
On Sep 2, 2013, at 7:32 AM, kcrisman wrote:
> On Monday, September 2, 2013 9:12:33 AM UTC-4, arshpreet singh wrote:
> On Mon, Sep 2, 2013 at 5:05 PM, casper sky wrote:
> Hello, I want to know that can I install Sage on my iPad as I'm using it on
> my mac ?
>
> yes you can see the link below:
>
I am using Mac OS 10.8 and Sage 5.11 in a browser (Safari or Chrome).
I recently noticed that whenever I do a calculation in a notebook, and hit
shift-enter, nothing happens (green line at the left, no output). After some
experimentation, I found that refreshing the browser (command-R) solves t
I am wondering why only the first cell in the following is automatically
evaluated:
http://people.reed.edu/~davidp/211/sage/sagecell/tangent_plane.html
I have autoeval set to 'True' and notice that if I add
1+1
at the end, it is automatically evaluated.
Thanks in advance for any suggestions
It seems saving to pdf is broken on sage-5.10 onwards. Works till
sage-5.9. The problem is only in graphs. Normal plots work fine.
I have opened http://trac.sagemath.org/ticket/15173 to track this.
On 09/07/2013 09:06 PM, Ed Scheinerman wrote:
I'm using Sage 5.11 on a Mac
I've been used to cr
>Your methodology for "diffs back" assumes
>correctly computing the derivative and correctly
>comparing symbolic expressions and for the latter
>counterexamples are known
Yes. This is just an indicator of possible problems, nothing more.
"diffs back" checks f == 0 which is incorrect a priori, it s
I'm using Sage 5.11 on a Mac
I've been used to creating graphs and then saving them as PDF's for
inclusion in papers. Using code like this:
sage: g = graphs.PetersenGraph()
sage: pic = g.plot()
sage: pic.save('pete.pdf')
But now it just throws a bunch of errors:
---
Interesting experiment.
Your methodology for "diffs back" assumes
correctly computing the derivative and correctly
comparing symbolic expressions and for the latter
counterexamples are known [1]
bool( sqrt((a+b)^2) == sqrt(a^2) + sqrt(b^2) )
True
btw, I get:
'sage.rings.complex_interval.ComplexI
> I have put the test suite in a Sage worksheet and added some comments.
>
I have moved the worksheet. It is now the public project 'CharlwoodFifty'
at https://cloud.sagemath.com/
Unfortunately I do not know how to give a link to this project.
Peter
--
You received this message because yo
Something I do not understand...
from sympy import Symbol
t=Symbol("t",commutative=True)
A=Symbol("A",commutative=False)
B=Symbol("B",commutative=False)
So, now, I do:
ee=(t*t/2)*(A+B)*(A+B)
ee.expand()
gives:
t**2*A*B/2 + t**2*A**2/2 + t**2*B*A/2 + t**2*B**2/2
which is what I was waiting fo
11 matches
Mail list logo