ma...@mendelu.cz wrote:
>
> On 21 pro, 12:42, "Dr. David Kirkby" wrote:
>> If one creates an application with WebMathematica, the user of the
>> application
>> does not need to know any Mathematica code at all. For a trivual example, the
>> loan calculator
>>
>> http://library.wolfram.com/webMat
On Mon, Dec 21, 2009 at 12:20 PM, rvaug...@gmail.com wrote:
> OK, I did "sage: notebook(address="", open_viewer=False)"
> and got the appended.
>
> So now how does a remote user access this Sage instance
> via his browser? What would the URL be?
If the ip address of the computer you run Sage on
OK, I did "sage: notebook(address="", open_viewer=False)"
and got the appended.
So now how does a remote user access this Sage instance
via his browser? What would the URL be?
Thanks very much,
-Richard Vaughn
==
sage: noteboo
On Mon, Dec 21, 2009 at 11:30 AM, rvaug...@gmail.com wrote:
> OK. Let me see if I understand this.
> I ssh into the machine running Sage.
> I execute "sage" and see this:
>
> sage:
>
> I then add the following after the "sage:" prompt:
> notebook(address="192.NN.NN.NNN")
> where 192.NN.NN.NNN
OK. Let me see if I understand this.
I ssh into the machine running Sage.
I execute "sage" and see this:
sage:
I then add the following after the "sage:" prompt:
notebook(address="192.NN.NN.NNN")
where 192.NN.NN.NNN is the IP address of the machine of...
the client machine from which I want
On 21 pro, 12:42, "Dr. David Kirkby" wrote:
> If one creates an application with WebMathematica, the user of the application
> does not need to know any Mathematica code at all. For a trivual example, the
> loan calculator
>
> http://library.wolfram.com/webMathematica/Business/Loan.jsp
>
> This
Mike Witt wrote:
> Is there a way to control the default number of "display digits." In
> other words, suppose I have something like e^k and k ends up taking on
> the value (1.23*10^-12)*t. Then when I display this, either with print
> or by taking it's latex format, I get a pretty long string of d
Hello,
On Mon, Dec 21, 2009 at 5:34 AM, daan wrote:
> For simulations I'm running, I'd like to perform some calculations
> with an arbitrary precision, but I want to store my variables in
> arrays so I can iterate through them for calculations. I've found
> http://www.sagemath.org/doc/reference/s
Hi all,
For simulations I'm running, I'd like to perform some calculations
with an arbitrary precision, but I want to store my variables in
arrays so I can iterate through them for calculations. I've found
http://www.sagemath.org/doc/reference/sage/rings/real_mpfr.html for
working with real number
If one creates an application with WebMathematica, the user of the application
does not need to know any Mathematica code at all. For a trivual example, the
loan calculator
http://library.wolfram.com/webMathematica/Business/Loan.jsp
This one is a bit more interesting, and as an electronics engi
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