[sage-support] Re: Cygwin vs VM

2007-05-27 Thread mabshoff



On May 27, 5:53 pm, davedo2 [EMAIL PROTECTED] wrote:
 Ooops, color me red of face. The very slow time was for an install of
 SAGE
 under a VM module of Kubuntu that I had previously built. I just tried
 the SAGE
 VM module (not the latest) and it only took 50+ secs for the same
 image. I am
 still curious about Cygwin though...Dave


Cygwin support has been dropped since 2.5.1 or 2. The reason is that
many components do not build/work correctly on Cygwin. Up to 2.5.0
those have been not very essential to the normal SAGE user, but since
libSingular failed to run correctly on SAGE despite lots of work put
into it Cygwin support was dropped. SAGE under VMWare should run
faster compared to Cygwin, the only disadvantage is a somewhat bigger
download and also somewhat more of an effort to configure the
networking via VWMare.

Cheers,

Michael


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[sage-support] Re: Clearing variables and converting Integers to base(n) strings.

2007-05-27 Thread Timothy Clemans

To convert an integers to a base(n) string representation you type
yourinteger.str(n)

3.str(2)
'11'
50.str(4)
'302'

On 5/27/07, Ted Kosan [EMAIL PROTECTED] wrote:

 Hello,

 I am in the process of putting together a Sage tutorial aimed at high
 school students and I have the following 2 questions:

 1) In Mathematica there is a Clear function that is used to clear
 variables and an example is Clear [ f, x ].  Is there an equivalent
 function in Sage that does this?  I have been using the var function
 to clear variables but I was wondering if Sage contained a function
 like Clear that was more intuitive.

 2) In the tutorial, I want to cover using Sage to work with different
 number bases.  I have found that the following code provides a nice
 general way to convert base(n) string numbers into Integers:

 x = Integer( '10100101', 2)

 but I have not yet found a general way to convert Integers to base(n)
 string numbers.  Does anyone know of a general way to do this?

 I think the binary method in the Integer class is close to what I am
 looking for and I think that having a more general base(n) method in
 the Integer class that works similarly to it would be useful.

 Thanks in advance,

 Ted

 


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