Hi,
Maybe this helps:
a=[1,2.3]
print isinstance(a,list)
True
a=67
print isinstance(a,Integer)
True
Roland
On 7 mei, 23:49, Nathann Cohen wrote:
> Thank you !!! :-)
>
> Would there be any way to do the same thing without having to import
> RR in all of my functions, though ? It's really mainl
On 05/07/2010 05:11 PM, Walter Grandy wrote:
Sage does not seem to tolerate carriage returns in text(). That is, it objects
to multi-paragraph text. Is there a way to accommodate this kind of text?
Can you show us exactly what you are trying to do?
Note that you can make a string containing n
Sage does not seem to tolerate carriage returns in text(). That is, it objects
to multi-paragraph text. Is there a way to accommodate this kind of text?
Thanks, Tom
az...@comcast.net
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Thank you !!! :-)
Would there be any way to do the same thing without having to import
RR in all of my functions, though ? It's really mainly to distinguish
numerical values from different types, so I thought there may be a
Python way to do it ... Though it perfectly works like that ! :-)
Nathann
Try doing
x in RR
- Robert
On May 7, 2010, at 2:38 PM, Nathann Cohen wrote:
Hello everybody !!!
I am trying to find out how to check whether some Sage variable is
numerical (let's say real, as opposed to None, False, {}, Set([]),
etc..), but was not lucky on Google... ^^;
Do you know the f
Hello everybody !!!
I am trying to find out how to check whether some Sage variable is
numerical (let's say real, as opposed to None, False, {}, Set([]),
etc..), but was not lucky on Google... ^^;
Do you know the function I am looking for ? :-)
Thank youu !!!
Nathann
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Hello,
I want to solve f''/f=k with k in R
sage: x=var('x')
sage: f=function('f',x)
sage: k=var('k')
sage: desolve(diff(f(x),x,2)/f(x)==k^2+1,[f,x])
k1*e^(I*sqrt(-k^2 - 1)*x) + k2*e^(-I*sqrt(-k^2 - 1)*x)
I put k^2+1 since sage would'nt solve even with assume(k>0)
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Hi All,
This is a continuation of the question
http://www.mail-archive.com/sage-support@googlegroups.com/msg16973.html
I am trying to decompose a fractional ideal into primes in a number
field (I use online SAGE.)
I have a Number Field in a2 with defining polynomial
x^6 - 15*x^5 - 514*x^4 + 5312
On Fri, May 7, 2010 at 10:18 AM, Rodrigo wrote:
> I would expect both results to be the same. Am I missing something?
This is due to the way floating point numbers are stored. In particular,
sage: a = 6.62606896
sage: b = 66.2606896
sage: a.exact_rational() * 10 == b.exact_rational()
False
See
Am Freitag, 7. Mai 2010, um 05:54:50 schrieb ablondin:
> Ok, I think I understand your problem. I had something similar
> before. The problem is that the object returned by the function
> sarrus is a 'str',
> which sagetex format so that it replaces every underscore, etc.
> with \_ to make it work
Hello,
I have got some problems with equation :
f''/f=k
with k a real.
First, I can't divide a given equation by f(x)*g(t).
Beside, assume(k>0) seems not to be assumed by sage...
--
| Sage Version 4.3.3, Release Date
I扉e benn playing with SAGE and some "important numbers". I came about
this situation where I don't understand exactly what is happening.
(I'm using SAGE notebook 4.1.1)
h=QQ(6.62606896 * 10^-34)
h
1/1509190450683145507021944855149088
If I change this to:
h=QQ(66.2606896 * 10^-35)
h
1/150919045
Hello,
I have got some problems with equation :
f''/f=k
with k a real.
First, I can't divide a given equation by f(x)*g(t).
Beside, assume(k>0) seems not to be assumed by sage...
--
| Sage Version 4.3.3, Release Dat
On Thu, 06 May 2010 at 10:51AM -0700, Oscar wrote:
> I tried export PATH=/Applications/sage/:$PATH in Terminal and got
> this:
>
> export: Command not found.
>
> I'm running Mac OS 10.5.8.
Hrm, are you using bash or tcsh for your shell? That should work in
bash. I don't know how to export environ
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