Hi everyone, I wish you all a happy new year.
I have a (certainly trivial) problem while solving a differential system of
equations :
-(2^(r^3)*r^5*D[0](p)(r, th, ph) + 3*(6*a^3*mu*r^9*log(2)^2 -
8*a^3*mu*r^6*log(2) - 2*a^3*mu*r^3 -
(a^3*mu - a*mu*r^2)*2^(r^3))*U_0*cos(th) +
Hi!
I am running a Mac Book Pro OS X 10.11.2 (El Capitan with all update). I
attempted to install the app version of sage 6.10 for this system, as
recommended by the developers. MD5 checksum ok. Transferred to Applications
folders ok. Upon double clicking the app icon to start the program, it
Did you run sage before moving it to /Applications? This is not supported,
once you start it the paths are fixed. If you drag it directly from the DMG
to /Applications and then start it there it'll work.
On Sunday, January 3, 2016 at 9:56:39 PM UTC+1, Gustavo Mercier wrote:
>
> Hi!
>
> I am
PS: Since this was a recent improvement, the Sage numeric type now register
with the pep3141 abstract numbers class so you can (and should) do test like
sage: import numbers
sage: isinstance(5, numbers.Integral)
True
sage: isinstance(5, numbers.Number)
Thanks works fine :)
Le 03/01/2016 11:07, Volker Braun a écrit :
PS: Since this was a recent improvement, the Sage numeric type now
register with the pep3141 abstract numbers class so you can (and
should) do test like
sage: import numbers
sage: isinstance(5, numbers.Integral)
Hi,
I got this balanced ternary file from rosetta, it works fine in python2 but
not completly in sage : b variable which convert number in ternary is
failing, a problem of conversion but I don't know how to correct it ?
Any help ?
Thanks
Kind regards
Henri
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