Sage has `max_symbolic`:
sage: var('x0, x1, x2');
sage:
integrate(integrate(integrate(1,x2,max_symbolic(x0,x1),1),x1,0,1),x0,0,1)
1/3
.. i'm pretty sure Nils meant: symb_max(x,y)=(x+y)/2+abs(x-y)/2
which gives the same result:
sage: integrate(integrate(integrate(1,x2,symb_max(x0,x1),1),x1,0,1)
On Saturday, June 3, 2017 at 10:07:03 AM UTC-7, Ognjen Dragoljevic wrote:
>
> The following integral should be 1/3 but Sage gives 1/2.
> integrate(integrate(integrate(1,x2,max(x0,x1),1),x1,0,1),x0,0,1)
>
> It seems that Sage immediately evaluates max(x0,x1) to x0 which is
> incorrect.
>
"max" hasn
The following integral should be 1/3 but Sage gives 1/2.
integrate(integrate(integrate(1,x2,max(x0,x1),1),x1,0,1),x0,0,1)
It seems that Sage immediately evaluates max(x0,x1) to x0 which is
incorrect.
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"sage-devel" grou
It is not a bug. Python displays \ as \\
sage: '\\'
'\\'
sage: len('\\')
1
What is wrong is that you should not copy paste this string to another
software but instead do
sage: print G.sparse6_string()
:~?@M_GEA_w?C`WGEaOOGaWWI_OmGBGKL`w}OcXINCxQGCPUWCp]WdPeOEh[Zc`q^Fh}_gXwagyAfGaYfhAa^IYEgIyq
