Hi,
switching to the latest release 3.1.2 on windows machines I would like
to save my workbooks. but where are they stored?
Sorry for my ignorance since my question seems to be a FAQ.
As always, thanks for your help.
Best wishes,
J.
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To
ove/copy them to
> windoze via Samba.)
>
> Just a thought, I've been operating that way for several years with
> ZERO problems...Dave
>
> On Sep 7, 4:41 am, Jannick Asmus <[EMAIL PROTECTED]> wrote:
>> ... just for the record
>>
>> On 07.09.2008 12
... just for the record
On 07.09.2008 12:29, Jannick Asmus wrote:
> Could you name any other VMs - I thought that it was
> obligatory to use VM Player.
http://en.wikipedia.org/wiki/List_of_VMware_software
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To post to this group, send
David,
thanks for your quick reply!
On 07.09.2008 12:22, David Philp wrote:
> > The VM Player crashed heavily on my WinXP machine after using SAGE
>
> In my experience VMWare is a pretty stable product as is Linux. I
> would be very surprised if Sage crashed either of them except
> indirec
Hi,
as newbie I am encountering some IT problems with SAGE causing heavy
crashes. I am not sure if this is the right place to ask. But answers on
this are highly appreciated.
The VM Player crashed heavily on my WinXP machine after using SAGE and
wxMaxima simultaneously. This forced me to dein
>
> If that was implemented, then the answer to your original question
> would be a simple matter of finding the determinant of an integer
> matrix.
>
> These are all things which it would be good to have implemented in
> Sage. Feel free to do so and submit a patch!
>
>
Hello,
suppose that K is a number field and U the group of units in the maximal
order of K. Then the rank r of U, i.e. the rank r of the free group U_f=
U/Tor(U) (where Tor(U) denotes the group of torsion elements in U) is
given by Dirichlet's unit theorem. Clearly r is the dimension of the
Q
Dear All,
suppose that K is a number field and U the group of units in the maximal
order of K. Then the rank r of U, i.e. the rank r of the free group U_f=
U/Tor(U) (where Tor(U) denotes the group of torsion elements in U) is
given by Dirichlet's unit theorem. Clearly r is the dimension of the
