Yes. I was referring to an interactive equation editor. Is there a
possibility?
I would like to write expressions such as x ^ 2 and see the in cell
mathematical formula or At least this way as:
http://www.math.union.edu/ ~ dpvc/talks/2006-12-08.IMA/editor.html
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On Thu, 22 Jul 2010 at 10:04PM -0700, vasu wrote:
> I am trying to use something like the filter() command, for this
> purpose mentioned below:
> I am iterating through all partitions p of a fixed length k ( let's
> say using Partitions (size, length=k) ) and I have written a function
> which retu
Hi
I am trying to use something like the filter() command, for this
purpose mentioned below:
I am iterating through all partitions p of a fixed length k ( let's
say using Partitions (size, length=k) ) and I have written a function
which return true if the partition p has atleast one part repeated.
On 7/22/10 2:26 PM, tvn wrote:
is there a trick to convert RealLiteral numbers to strings without
the trailing zeros? e.g., 2. and 0.050 become 2
and 0.05 respectively --
Also, you could just convert to python floats, which by default don't
print trailing zeros (un
On 7/22/10 2:26 PM, tvn wrote:
is there a trick to convert RealLiteral numbers to strings without
the trailing zeros? e.g., 2. and 0.050 become 2
and 0.05 respectively --
For now, you can use the skip_zeroes argument to str:
sage: a=2.
sage: a
2.000
On 7/22/10 1:21 PM, VictorMiller wrote:
I had thought that repr(A) (where A is some object) was supposed to be
a string with property that eval(repr(A)) == A.
However, if A is a dense matrix (whose size is above some threshold)
what I get instead is
something like:
'212 x 212 dense matrix over
On Jul 22, 8:25 pm, Richard wrote:
> Sorry for spamming,
>
> but I figured my initial code didn't make sense in the way mu was
> computed; so I changed it to the following. The error message stays
> the same, though.
>
>
> t = var ('t')
>
> S_0 = 1.5
> X_0 = 0.05
> Y_XS = 0.
This is now patch #9579, which is waiting for review :-)
Nathann
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> Also: It's quite possible that someone in the worldwide Sage
> user-developer community is fluent (or can reply much better than I
> could!) in your language(s) of fluency. But I'm not sure about official
> sage-* group policy. Are there are dedicated non-English language
> groups (mailing li
Hello !!
> I am trying to solve this simple linear programming prob using
> MixedIntegerLinearProgram and it gives an AttributeError:
> LinearFunction instance has no attribute '__float__' exception
This is mainly my fault, and the reason is that min/max arguments do
not like to get something dif
Sometimes I've used A.rows(), I think, but you'll note that we also
get
sage: A = matrix(55)
sage: A
55 x 55 dense matrix over Integer Ring (type 'print A.str()' to see
all of the entries)
I'll not include the output of A.str() :)
I don't know if this is what you want, though of course one could
Sorry for spamming,
but I figured my initial code didn't make sense in the way mu was
computed; so I changed it to the following. The error message stays
the same, though.
t = var ('t')
S_0 = 1.5
X_0 = 0.05
Y_XS = 0.5
K_S = 0.007
mu_max = 0.8
X = function ('X', t)
S = funct
Forgot to mention: This is SAGE 4.5.1.
Richard
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URL
Hello,
I am trying to solve a small system of ODEs, following the tutorial on
the SAGE homepage; however, I only receive an error message. What am I
doing wrong?
Here is my code:
t = var ('t')
S_0 = 1.5
X_0 = 0.05
Y_XS = 0.5
K_S = 0.007
mu_max = 0.8
X = function ('X', t)
S
On 07/22/2010 03:34 PM, 3DRaven wrote:
> How to use jsmath and what need this button in the sage-notebook?
> Please show a screenshot with the correct work jsmath.
JSMath is the in-browser JavaScript library the Sage notebook uses to
render typeset mathematics. To see it in action, check the "Typ
stupid of me -- totally didn't pay attention to python string
function ... thanks all
On Jul 22, 4:06 pm, Mitesh Patel wrote:
> On 07/22/2010 04:41 PM, Martin Albrecht wrote:
>
> > On 22 July 2010 22:26, tvn wrote:
> >> is there a trick to convert RealLiteral numbers to strings without
> >> the
On 07/22/2010 04:41 PM, Martin Albrecht wrote:
> On 22 July 2010 22:26, tvn wrote:
>> is there a trick to convert RealLiteral numbers to strings without
>> the trailing zeros? e.g., 2. and 0.050 become 2
>> and 0.05 respectively --
>
> sage: str(0.53253453425).rstrip(".
sage: str(0.53253453425).rstrip(".0")
'0.53253453425'
sage: str(2).rstrip(".0")
'2'
On 22 July 2010 22:26, tvn wrote:
> is there a trick to convert RealLiteral numbers to strings without
> the trailing zeros? e.g., 2. and 0.050 become 2
> and 0.05 respectively --
>
> -
is there a trick to convert RealLiteral numbers to strings without
the trailing zeros? e.g., 2. and 0.050 become 2
and 0.05 respectively --
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latex-render (image) presentation.
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Can I do so that would be a formula in the cells sage-notebook as
editing replaced their latex presentation? That would be much nicer to
work with them!
Thank you.
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How to use jsmath and what need this button in the sage-notebook?
Please show a screenshot with the correct work jsmath.
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For more options,
I had thought that repr(A) (where A is some object) was supposed to be
a string with property that eval(repr(A)) == A.
However, if A is a dense matrix (whose size is above some threshold)
what I get instead is
something like:
'212 x 212 dense matrix over Finite Field of size 2'
I could understan
I am trying to solve this simple linear programming prob using
MixedIntegerLinearProgram and it gives an AttributeError:
LinearFunction instance has no attribute '__float__' exception
sage: p =
MixedIntegerLinearProgram(maximization=True)
sage: x =
p.new_variable()
sage: p.add_constraint(x[0] +
I'd like to construct a sparse vector (say a unit vector in 100
dimensional space) by saying
a = vector(GF(2),100,dict([(22,1)]),sparse=True)
However, this gives the error message below.
This seems like a bug to me.
Victor
ValueError: incompatible degrees in vector constructor
Traceback (m
I have written a function to compute the Macaulay resultant of 3
degree 2 homogenous polynomials via the determinant of a matrix
depending on the coefficients. It seems to take a very long time to
compute the determinant, I didn't actually get it to finish (which is
not true in Pari/gp). I was ab
Yes. Now ZZ[0].coefficients() works.
Thanks.
On Jul 22, 2:22 am, Marc Mezzarobba wrote:
> Ben a crit :
>
>
>
> > I'm trying to take a rational map on P^1 (i.e. f(x,y) = [deg 2 poly,
> > deg 2 poly] and conjugate, but I can't seem to get sage to cooperate.
>
> > I would like to take a generic de
On Thu, Jul 22, 2010 at 4:03 AM, Nathann Cohen wrote:
> Hello everybody !!!
>
> I began to use Sage's attach and load functions not so long ago, and I
> stopped very soon to resume using the good old execfile. My problem is
> that when a script loaded with "attach" or "load" fails because of a
> m
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