Dear all,
when I type notebook(), I get the following error.
Will you kindly help me?
sage: notebook()
---
EOFError Traceback (most recent call last)
/home/a/.sage/ in ()
/home/a/Downloads
Thank you very much.
On 16 February 2013 21:50, akhil wrote:
>
>
> On Saturday, February 16, 2013 9:38:14 AM UTC+5:30, Santanu wrote:
>>
>> Dear all,
>> I have the following problem.
>>
>>
>> I am working with Boolean variables. So I call the following.
>>
>> from sage.crypto.boolean_function i
Nathan Yeung writes:
> Hi,
>
> I'm running a sage notebook server for a math professor and I am getting a
> 503 temporarily unavailable error.
If you're running your own sage notebook server, and not referring to
sagenb.org, then that's far from enough information for anyone to be
able to diagno
Hi,
On 2013-02-18, switzel wrote:
> so I could do something like
>
> import gc
> i=i+1
> if (i%1==0):
> if get_memory_usage()>3000:
> gc.collect()
>
> but shouldn't there be a more "automatic" way? Thanks!
Garbage collection *is* automatic, and there is no need to call it
manuall
Hi,
I found some answers myself. The memory usage can be found out with
get_memory_usage()
and there is a garbage collection that can be called manually via
import gc
gc.collect()
so I could do something like
import gc
i=i+1
if (i%1==0):
if get_memory_usage()>3000:
gc.collect(
Hi,
I'm running a sage notebook server for a math professor and I am getting a 503
temporarily unavailable error.
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Hi,
I am wondering about the following phenomenon: I have a list "interrels" of
polynomials in many variables and a list "potential_sols" of potential
solutions and I am using the following code to check which are actually
solutions (roots). I use the following code
sols=[]
for psol in potenti
On Feb 18, 2013, at 1:47 PM, Emmanuel wrote:
> Hello,
>
> I want to work with multivariate polynomials over a multivariate polynomial
> ring (see below for the reason I want to do this).
>
> K.=PolynomialRing(QQ, 2, order='lex')
> QM. = PolynomialRing(K, 3, order='lex')
>
> However, I have pr
Hello,
I want to work with multivariate polynomials over a multivariate polynomial
ring (see below for the reason I want to do this).
K.=PolynomialRing(QQ, 2, order='lex')
QM. = PolynomialRing(K, 3, order='lex')
However, I have problems when I want to simplify. Consider for example,
F=(a*b*X
