Dears
I am having a problem with legend place in plot please see this URL
http://juaninf.blogspot.com/2011/10/pronto-comparacion-de-algoritmos-para.html
I want that legend is in left side, ... how?
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I want that legend is in left side, ... how?
Try something like:
p = plot(sin,legend_label=sin)
p.set_legend_options(loc='upper left')
p.show()
After making some plot p, you can type help(p.set_legend_options) to
see more information about the various things you can configure.
Doug
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To
thanks
2011/10/10 D. S. McNeil dsm...@gmail.com
I want that legend is in left side, ... how?
Try something like:
p = plot(sin,legend_label=sin)
p.set_legend_options(loc='upper left')
p.show()
After making some plot p, you can type help(p.set_legend_options) to
see more information
Hi All,
William Stein referred me into here.
I am working on a project analysing a function that uses multidimensional
generalisations of complex numbers. A bit like cyclotomic fields, but where
the unity roots are not complex numbers but actually different dimensions.
There is one of these
Good day,
A really nice tool this Sage, great work.
I'm looking for a way to show the intermediate steps Sage goes through
when evaluating an expression. To give a very simple example:
x=var('x')
solve(x*x+6x+8,x)
evaluates to:
[x == -2, x == -4]
However I would like the option to
please dont forget
2011/10/5 Juan Grados juan...@gmail.com
I maked this thread
http://groups.google.com/group/mpi4py/browse_thread/thread/2e08c06f271c3069
now I get this error
ImportError:
/home/juaninf/Escritorio/juaninf/Programas/sage/local/lib/python2.6/site-packages/mpi4py/MPI.so:
Been trying to set up my graphs so I can select fill areas of a
distribution curve. So far all I've been able to do is fill the
entire curve. Any suggestions?
Thanks,
-d
# distribution function
f(x) = 1/sqrt(2*pi)*e^(.5*(-x^2))
# plus/minus 1 sigma
s = 1
p = plot(f,(-pi,pi),ymax = .4,
On 10/10/11 6:32 PM, Dan Aldrich wrote:
Been trying to set up my graphs so I can select fill areas of a
distribution curve. So far all I've been able to do is fill the entire
curve. Any suggestions?
What exactly are you trying to fill? Can you find a picture showing an
example of what you