[sage-devel] Re: directory dependent tests

2014-01-14 Thread John H Palmieri
On Tuesday, January 14, 2014 1:52:40 PM UTC-8, Simon King wrote: > > Hi Mike, > > On 2014-01-14, Mike Zabrocki > wrote: > > Is running tests from within certain directories a "known issue"? > > Actually *starting* Sage from within certain directories is a known > issue. > Right: see the thr

[sage-devel] Re: directory dependent tests

2014-01-14 Thread Simon King
Hi Mike, On 2014-01-14, Mike Zabrocki wrote: > Is running tests from within certain directories a "known issue"? Actually *starting* Sage from within certain directories is a known issue. Being in SAGE_ROOT/src/sage (this is in the new git version of Sage), doing ../../sage results in a crash.

[sage-devel] directory dependent tests

2014-01-14 Thread Mike Zabrocki
Hi, I am having a problem when I run the doc tests from certain directories. For example: --- from in src/sage/tests % sage -t --long cmdline.py All tests passed! --- from in src % sage -t --long sage/tests/cmdline.py All tests passed! --- from in src/sage % sage -t --long tests/cmdline.py

[sage-devel] Re: The lcm of two univariate polynomials

2014-01-14 Thread John H Palmieri
On Tuesday, January 14, 2014 9:12:00 AM UTC-8, Andrew wrote: > > > > On Tuesday, 14 January 2014 17:21:41 UTC+1, rjf wrote: >> >> Division with remainder is available in Maxima as the command divide. >> e.g. divide(a, x-4,x) returns the pair, x-1 and 2 for >> quotient and remainder. >> LCM i

[sage-devel] Re: The lcm of two univariate polynomials

2014-01-14 Thread Andrew
On Tuesday, 14 January 2014 17:21:41 UTC+1, rjf wrote: > > Division with remainder is available in Maxima as the command divide. > e.g. divide(a, x-4,x) returns the pair, x-1 and 2 for > quotient and remainder. > LCM is available in Maxima as lcm. It probably has the semantics you > expect

[sage-devel] Re: The lcm of two univariate polynomials

2014-01-14 Thread rjf
On Monday, January 13, 2014 4:32:10 PM UTC-8, Gregory Bard wrote: > > Hi everyone. I might be confused but I think I've found something not > quite right. > > The following code: > > ### > a(x) = x^2 - 5*x + 6 > b(x) = x^2 - 8*x + 15 > > f(x) = lcm( a(x), b(x) ) > > p

[sage-devel] Re: Update the "Download Source" page

2014-01-14 Thread Harald Schilly
The various "source" links point to the git page now. Harald -- You received this message because you are subscribed to the Google Groups "sage-devel" group. To unsubscribe from this group and stop receiving emails from it, send an email to sage-devel+unsubscr...@googlegroups.com. To post to t

[sage-devel] Re: changing authentication method on ask.sagemath.org

2014-01-14 Thread Niles Johnson
I don't know the answer here, but I think this is an excellent question for AskBot, the project on which ask.sagemath.org is based: http://askbot.org/en/questions/ On Monday, January 13, 2014 7:49:25 AM UTC-5, Daniel Krenn wrote: > > Hi, > > since myopenid will be hinstory soon, see [1] "MYOP

[sage-devel] Re: How to includ interrupt.pxi?

2014-01-14 Thread Simon King
Hi Jeroen, On 2014-01-14, Jeroen Demeyer wrote: > sig_on() works starting from Sage 4.6.1. > _sig_on worked up to Sage 6.0. Thanks! I guess it is enough if my spkg support Sage only starting with Sage 4.6.1... Best regards, Simon -- You received this message because you are subscribed to the