>
> a^2 + a + 1
> sage: K.multiplicative_generator()^ZZ(b.log(K.multiplicative_generator()))
> == b
> True
>
> On Monday, September 17, 2012 11:07:58 PM UTC+2, Mike OS wrote:
>>
>> HI
>>
>> I was asking myself this question and cou
HI
I was asking myself this question and couldn't find an answer in the
documentation, not
in past posts (which is how I found this email).
So I re-ask the question is there a way to have finite field elements
printed as powers of the primitive element?
Thanks
Mike
On Saturday, October 31, 2
hnik wrote:
>
>
>
> On Monday, 30 July 2012 23:17:50 UTC+8, Mike OS wrote:
>>
>>
>> After I start sage, apache is running, so it appear that sage starts
>> apache.
>>
>> sage 4.8 does not start apache.
>
>
>
Well, I'm curious about this c
After I start sage, apache is running, so it appear that sage starts
apache.
In any case, I still don't understand what the problem is with the server.
Mike
On Thursday, July 26, 2012 9:40:24 PM UTC-7, Dima Pasechnik wrote:
>
> IMHO, Sage does not use apache at all. It runs its own webserver,
I had a sage server running on an imac running os 10.6.
I stopped the server and tried to get it running again, and
now I'm having problems.
1. I tried logging in on the imac as a user, then starting sage.
I got the message appended below in the terminal window that pops up.
When I tried the not
I was using firefox primarily, but I think it happened with Safari.
On Mar 16, 7:13 pm, Dan Drake wrote:
> On Fri, 16 Mar 2012 at 04:11PM -0700, Mike OS wrote:
> > When I save and quit the worksheet, I go back to my home page.
> > If I click sign out, nothing happens.
>
>
?
Mike
On Mar 6, 6:46 pm, Jason Grout wrote:
> On 3/6/12 2:53 PM, Mike OS wrote:
>
>
>
>
>
>
>
>
>
> > I'd like to set up a sage notebook server at my campus. Since this is
> > beyond my expertise, I asked the College IT specialists to handle it.
&g
I'd like to set up a sage notebook server at my campus.
Since this is beyond my expertise, I asked the College IT specialists
to handle it. Of course, they are very concerned about
vulnerabilities,
so they will only allow access from on campus.
We browsed some of the available information and mos
On Feb 12, 2:40 am, Keshav Kini wrote:
> I guess his question is why Sage picks "a" (generic) as a generator name
> for QQ[2^(1/3)] but "sqrt2" (hard-coded) for QQ[2^(1/2)].
>
> -Keshav
>
Thanks for the comments, but let me explain the question a bit more
carefully.
As the code below shows, it
I'm digging through the documentation on quotients, and Rob Beezer's
sage code in Judson's book.
For G a permutation group and N a normal subgroup, it appears that H=
G.quotient(N)
returns a permutation group, but not the natural homomorphism from G
to H.
Also I cant coerce an element of G into H
Why does sage handle the two examples: 2^(1/3) and 2^(1/2)
differently?
I'm trying to understand when the are considered equal, as opposed to
just isomorphic.
On Jan 31, 8:47 am, Jeroen Demeyer wrote:
> You are probably looking for
>
> sage: K.is_isomorphic(K1)
> True
>
> The equality test == a
Hi All,
I'm writing an intro to fields in sage for my students, starting with
number fields.
Experimenting a bit with different ways to define a number field to
see if there are differences.
I would like to choose one method for my students.
Do any of you have a preferred method?
I discovered the
Thanks, Jason.
'Twould be nice to have folders.
What sort of coding is involved?
We have lots of master's students that need final projects for their
degrees.
Perhaps I can pass something on the the CS department.
Mike
On Jan 26, 4:40 am, Jason Grout wrote:
> On 1/25/12 11:16 PM,
On Jan 27, 1:24 pm, Jori Mantysalo wrote:
> These work:
>
> SymmetricGroup(2).cayley_table()
> KleinFourGroup().cayley_table()
>
> This does not:
>
> SymmetricGroup(2).direct_product(SymmetricGroup(2)).cayley_table()
>
> There must be manual or FAQ about group presentation formats or something l
Is there any way to create folders for worksheets on the home page for
my notebook.
I'm getting a large collection of worksheets and want to make things
tidy!
Mike
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