On Wed, Oct 7, 2009 at 9:45 AM, ma...@mendelu.cz ma...@mendelu.cz wrote:
...
Still do not understand the problem related to desolve_laplace
Should only the way how to define variables been fixed? Or should be
fixed the fact, that the equation is expected as lambda expression?
The
On 5 říj, 23:14, calcp...@aol.com wrote:
Wow, this sounds like a big bug. I will be using Sage quite a bit in a
Calculus I and II lab in the Spring. Is this going to be huge problem?
Do not think that this will be huge problem. You cal allwayas use
Maxima instead Sage. In notebook you can
New version (slightly cleaner and more readable the previous one and
better in the sense that desolve with initial condition returns the
right-hand side only) is at http://user.mendelu.cz/marik/temp/desolvers.py
However - we still call ode2 two times when solving second order ode
with initial
On Oct 6, 5:53 am, ma...@mendelu.cz ma...@mendelu.cz wrote:
New version (slightly cleaner and more readable the previous one and
better in the sense that desolve with initial condition returns the
right-hand side only) is athttp://user.mendelu.cz/marik/temp/desolvers.py
However - we still
On 6 říj, 15:21, kcrisman kcris...@gmail.com wrote:
ere.
Thanks for taking the time to look into this!
Thank you for your help. I posted the patch
http://trac.sagemath.org/sage_trac/ticket/6479
which (I hope) fixes ic2 and bc2 commands.
Results of tests have been updated and test related to
On 4 říj, 14:57, Marshall Hampton hampto...@gmail.com wrote:
For the first time dealing with some of these things the IRC channel
sage-devel is very helpful. It would be great if you could do this.
I am happy to review it, you can put me as a CC: or reviewer. I think
your solution sounds
On Oct 5, 3:08 am, ma...@mendelu.cz ma...@mendelu.cz wrote:
On 4 říj, 14:57, Marshall Hampton hampto...@gmail.com wrote:
For the first time dealing with some of these things the IRC channel
sage-devel is very helpful. It would be great if you could do this.
I am happy to review it, you
I have one solution :) very very poor (really very poor) solution
and from this reason I will not supply the patch yet.
The method is to call ode2 again, now together with ic2 in one new
call of Maxima.
The (fixed) file is desolvers.py is at
http://user.mendelu.cz/marik/temp/desolvers.py
Wow, this sounds like a big bug. I will be using Sage quite a bit in a
Calculus I and II lab in the Spring. Is this going to be huge problem?
HTH,
A. Jorge Garcia
http://calcpage.tripod.com
Teacher Professor
Applied Mathematics, Physics Computer Science
Baldwin Senior High School Nassau
about Python or Mercurial either. If you don't have a Trac account,
email William privately for one, and then you can log this as a ticket
and create a patch. In the meantime the documentation for doing very
basic patches is pretty good in the developer's guide, which I think
is linked on
For the first time dealing with some of these things the IRC channel
sage-devel is very helpful. It would be great if you could do this.
I am happy to review it, you can put me as a CC: or reviewer. I think
your solution sounds good.
-Marshall Hampton
On Oct 4, 1:48 am, ma...@mendelu.cz
This is a known bug. Marshall and I tried to fix it during a SageDays in
Seattle but failed to figure out the magic in Robert Bradshaw's code
for desolve. I think it is easy to fix for those who know how to fix it
easily, but that rules me out:-)
On Sat, Oct 3, 2009 at 3:30 AM,
Yes, the parsing of output from maxima is currently pretty messed up.
I think its fair to say that symbolic ODEs are a real weak point in
Sage right now. I'm not sure when I will have enough time to devote
to really fixing this; my main interest is in using them to teach and
I am not an expert
it seems that sage passes to Maxima something like
ic2('y(x)= %k1*sin(2*x)+%k2*cos(2*x),x = 0,'y(x) = 0, D[0]y(0) = 0)
and it seems that maxima expects something like
ic2(y= %k1*sin(2*x)+%k2*cos(2*x),x = 0,y = 0, anything = 0)
Does this help?
Robert
On 3 říj, 16:22, Marshall Hampton
This is the definition of ic2 from
http://www.math.utexas.edu/pipermail/maxima/2009/015655.html
312 ic2(soln,xa,ya,dya):=
313block([programmode:true,backsubst:true,singsolve:true,temp,
%k2,%k1],
314 noteqn(xa), noteqn(ya), noteqn(dya),
315 boundtest('%k1,%k1),
On 3 říj, 23:22, ma...@mendelu.cz ma...@mendelu.cz wrote:
I have not enought skill in Python, Sage, hg and related thinks. Is
there any person interested in the problem, which sould like to try
this?
The following code works in Sage
y=function('y',x)
k1,k2=var('k1 k2')
x0,y0,y1=0,1,2#
-BEGIN PGP SIGNED MESSAGE-
Hash: SHA1
Thanks, David, that does indeed explain it. How hard would
it be to have Sage figure out if the ODE is nonlinear and
return an error instead of a fake solution?
Alex
David Joyner wrote:
| The DE is not linear. The docstring (type ?desolve) says:
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