[sage-support] Re: Open Source webMathematica?

2008-11-26 Thread heebie
Hi, Thanks a lot for your help. I just have a few questions, if you wouldn't mind. 1) Can I just send the http requests to sagenb.org, or will I have to host the notebook myself? 2) What exactly are the security implications, and are they for the site hosting the notebook or the site sending

[sage-support] Re: variety() bug?

2008-11-26 Thread Simon King
Dear Michael, On Nov 26, 12:03 pm, mabshoff [EMAIL PROTECTED] dortmund.de wrote: Shall one open a ticket then? Yes, please do. And please make sure to ping either singular-team or Hans directly. I know Singular 3-1 is coming, so maybe we are lucky and it is either fixed there or will be :)

[sage-support] Re: QQbar bug

2008-11-26 Thread mabshoff
On Nov 26, 2:30 am, Simon King [EMAIL PROTECTED] wrote: Hi! On Nov 26, 1:51 am, Alex Raichev [EMAIL PROTECTED] wrote: sage: F.a= NumberField(x^2-2) sage: a^2 2 sage: a^2 in QQ True sage: a^2 in QQbar False sage: 2 in QQbar True A related observation:  sage:

[sage-support] Re: variety() bug?

2008-11-26 Thread Simon King
Dear Michael, On Nov 26, 7:22 am, mabshoff [EMAIL PROTECTED] dortmund.de wrote: Is this reproducible for you every time? For me, it is reproducible. It might be an issue inside Singular, a pexpect synchronization issue or just a plain old bug in Sage. Looking at the error message, it

[sage-support] Re: QQbar bug

2008-11-26 Thread Simon King
Dear Michael, On Nov 26, 11:34 am, mabshoff [EMAIL PROTECTED] dortmund.de wrote: please open a ticket. I would guess as you did that those two related. Done, it is # 4621. By the way, the above problem appears even more directly: sage: F.a= NumberField(x^2-2) sage: 2 in QQbar True sage:

[sage-support] Re: QQbar bug

2008-11-26 Thread Simon King
Hi! On Nov 26, 1:51 am, Alex Raichev [EMAIL PROTECTED] wrote: sage: F.a= NumberField(x^2-2) sage: a^2 2 sage: a^2 in QQ True sage: a^2 in QQbar False sage: 2 in QQbar True A related observation: sage: F.a=NumberField(x^2-2) sage: QQ.is_subring(F) True sage: F.is_subring(QQbar)

[sage-support] Re: problem with installing packages

2008-11-26 Thread Marshall Hampton
I installed sage-3.2 from source on an Ubuntu machine, and when I do $./sage -optional I get the error below. I can download directly (using a browser for example) and install the downloaded packages. This is on my home network where I have never had a problem using macs. Changing the

[sage-support] [EMAIL PROTECTED]: A simple interval challenge]

2008-11-26 Thread Paul Zimmermann
Hi, a committee is currently being formed to propose a standard for interval arithmetic. This standard will be IEEE P1788, as IEEE P754 for floating-point computations. Current discussions are on the [EMAIL PROTECTED] mailing list. It is possible to join that list for people interested,

[sage-support] Re: QQbar bug

2008-11-26 Thread Robert Bradshaw
On Nov 26, 2008, at 2:30 AM, Simon King wrote: Hi! On Nov 26, 1:51 am, Alex Raichev [EMAIL PROTECTED] wrote: sage: F.a= NumberField(x^2-2) sage: a^2 2 sage: a^2 in QQ True sage: a^2 in QQbar False sage: 2 in QQbar True A related observation: sage: F.a=NumberField(x^2-2) sage:

[sage-support] Re: Open Source webMathematica?

2008-11-26 Thread Jason Grout
heebie wrote: Hi, Thanks a lot for your help. I just have a few questions, if you wouldn't mind. 1) Can I just send the http requests to sagenb.org, or will I have to host the notebook myself? I don't know; I haven't used that http protocol myself. You could try it, though. 2)

[sage-support] using the solutions of an equation

2008-11-26 Thread Eli
Hello, In the sage tutorial, I found how to solve equations: sage: x, b, c = var('x b c') sage: solve([x^2 + b*x + c == 0],x) [x == (-sqrt(b^2 - 4*c) - b)/2, x == (sqrt(b^2 - 4*c) - b)/2] However, I could not find how to assign the solution to some variable. That is, something that will do:

[sage-support] Re: using the solutions of an equation

2008-11-26 Thread Jason Grout
Eli wrote: Hello, In the sage tutorial, I found how to solve equations: sage: x, b, c = var('x b c') sage: solve([x^2 + b*x + c == 0],x) [x == (-sqrt(b^2 - 4*c) - b)/2, x == (sqrt(b^2 - 4*c) - b)/2] However, I could not find how to assign the solution to some variable. That is,

[sage-support] Re: sage notebook %latex cells fail to work properly; please help.

2008-11-26 Thread [EMAIL PROTECTED]
On 26 Lis, 01:26, Gary Church [EMAIL PROTECTED] wrote: %latex $\iiint_E y e^{-xy}\;dV$ works fine on sagenb.com sh: line 1:  6005 Trace/BPT trap          dvipng

[sage-support] Re: Open Source webMathematica?

2008-11-26 Thread Robert Bradshaw
On Nov 26, 2008, at 9:10 AM, Jason Grout wrote: heebie wrote: Hi, Thanks a lot for your help. I just have a few questions, if you wouldn't mind. 1) Can I just send the http requests to sagenb.org, or will I have to host the notebook myself? I don't know; I haven't used that http

[sage-support] Re: using the solutions of an equation

2008-11-26 Thread Robert Bradshaw
On Nov 26, 2008, at 12:21 PM, Jason Grout wrote: Eli wrote: Hello, In the sage tutorial, I found how to solve equations: sage: x, b, c = var('x b c') sage: solve([x^2 + b*x + c == 0],x) [x == (-sqrt(b^2 - 4*c) - b)/2, x == (sqrt(b^2 - 4*c) - b)/2] However, I could not find how to assign

[sage-support] Re: QQbar bug

2008-11-26 Thread Robert Bradshaw
On Nov 26, 2008, at 3:30 AM, Simon King wrote: Dear Michael, On Nov 26, 11:34 am, mabshoff [EMAIL PROTECTED] dortmund.de wrote: please open a ticket. I would guess as you did that those two related. Done, it is # 4621. By the way, the above problem appears even more directly:

[sage-support] Re: using the solutions of an equation

2008-11-26 Thread Eli
Thanks to Robert Bradshaw and Jason Grout ! the problem is solved. Eli On Nov 26, 3:28 pm, Robert Bradshaw [EMAIL PROTECTED] wrote: On Nov 26, 2008, at 12:21 PM, Jason Grout wrote: Eli wrote: Hello, In the sage tutorial, I found how to solve equations: sage: x, b, c = var('x b c')

[sage-support] parametric_plot3d with texture

2008-11-26 Thread Dorian Raymer
Hi, Is there a way to render 3d-parametric plots with a texture (from an image/bitmap file)? Thanks, -Dorian --~--~-~--~~~---~--~~ To post to this group, send email to sage-support@googlegroups.com To unsubscribe from this group, send email to [EMAIL PROTECTED]

[sage-support] jsmath directory confusion.

2008-11-26 Thread Gary Church
Hello all, I've noticed that sage has two separate, but somewhat unequal, jsmath subdirectories. One is rooted at: sage/data/extcode/javascript/ The other is at: sage/data/extcode/notebook/javascript/ Why two jsmath directories and if I want to upgrade the jsmath used in sage, where do I