I had the same problem, but I noticed during my install it was incomplete,
although it said it was complete, I just repeatedly installed it until I
saw the script finish.
On Sunday, January 5, 2020 at 1:39:50 PM UTC-6, Murray Eisenberg wrote:
>
> When I open SageMath-9.0.app under macOS Catall
You need to go into your Preferences under privacy and security, general,
and allow Python 3.7 to install. Also it took me about six times
restarting the installer, you could watch it stepping through the install
then halting, I'd start again, and again, but it ran fine afterwards, even
better
on statup.
>
> "proper apps", from MacOS point of view, must be signed/come
> from App Store, while the rest are subjected to these checks.
>
> So one might try to play with these settings.
>
> HTH
> Dima
>
> >
> > --
> > Tom McMillan (
Forgot to add I am currently running 10.15.1
On Tuesday, December 10, 2019 at 11:41:57 AM UTC-6, Richard W Bump wrote:
>
> On my late 2012 Mac-mini with a 2.6GHZ quad core I7 processor it takes
> about 3 minutes to load from the desktop ICON. I loaded 8.9 under the
> previous (10.1
On my late 2012 Mac-mini with a 2.6GHZ quad core I7 processor it takes
about 3 minutes to load from the desktop ICON. I loaded 8.9 under the
previous (10.13.?) version and it did take several minutes, probably at
least 15 minutes, to organize and start. The last few versions of SageMath
have
I'm running on 10.14.6 and as far as I know I am having no issues. I'm
running on a late 2012 mac-mini intel I7 2.6 ghz processor. It starts a
bit slow, but not much slower than the previous version. Sometimes I have
port issues but that is my problem and I just stop SageMath and stop the
po
Not a question, just a For Your Information.
If you have an Apache server instance running there may be a conflict
requiring you to modify your "httpd-vhosts.conf" file. You may need to add
something like this with being the port number Sage is trying to run
on. The "ServerName" doesn't
That worked, thanks, I didn’t have that maps to command in my pocket.
> On Feb 25, 2017, at 3:59 PM, Dima Pasechnik wrote:
>
> {x\mapsto "+latex(e)+"}
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me the numerator and denominator
style answer and in raw values, and not a decimal value which can be misleading.
I’ve played around with Jupyter, I’ve must get into the mind set to switch
over. Sage notebook seems more straight forward.
Again, Thank you.
Richard Bump
> On Feb 25, 2017, at 3
quick look shows no %Latex being used.Richard Bump
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I've reinstalled Sage using the app version 3 times. The config.status
indicates no latex is installed. I just verified, it also indicates the
same in the preinstallation package contents. I've been working UNIX
systems since the early 90's, if the pointers aren't there, the feature
doesn't
I'm using a text() entry annotating a plot. I'll give jupyter a try. I
just validated ImageMagick was properly installed . . . don't follow their
instructions, download the source and build it.
On Friday, February 24, 2017 at 10:15:32 AM UTC-6, Dima Pasechnik wrote:
>
> What exactly is the tas
This didn't fix the problem. I wonder if I have to perform a Macport
install of Texlive, since Macports seems to duplicate most things installed
already.. I' didn't see an option to perform a binary install for
Imagemagick
On Friday, February 24, 2017 at 2:42:35 AM UTC-6, Dima Pasechnik wrot
In SageNotebook I am trying to use %latex to format my data and a formula
and when I select evaluate I get the pdflatex error. sagetex is installed.
On Thursday, February 23, 2017 at 10:17:52 AM UTC-6, Dima Pasechnik wrote:
>
> Please describe the problem you have.
> Are you trying to use sagete
I have the same problem running OS 10.12.3, TexLive 2016, and SageMath
7.5.1 app. The later two appear to be correctly installed. I have
followed all the steps for the paths. I have added symbolic links inside
of the app with no success. I can only speculate that it may be a problem
related
mial(18); g
x^6 - x^3 + 1
sage: f.quo_rem(g)
(x^4 + 2*x^2 + x, 2*x^5 - 2*x^2 + 2*x + 1)
The first term is the quotient and the second is the remainder. See
sage: f.quo_rem?
for the description of the method.
Daniel Bump
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To
> bruhat_p_order = lambda p,q : p.bruhat_lequal(q)
> my_poset = Poset([perms, bruhat_p_order])
>
> It seems that when I create the poset, the elements are no longer
> permutations but "PosetElement"s, and I can't figure out how to
> "recover" the elements as permutations. I can't even coerce them b
nt but the current
implementation fails due to division by zero.
Perhaps the following is one way to improve the
function would be as follows. Then it gives the
correct behavior when q is an indeterminate or q=1.
Why does the original function use misc.prod instead
of prod?
Daniel Bum
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