On Friday, July 17, 2015 at 12:09:51 PM UTC+2, Dima Pasechnik wrote:
>
> can one deal with N(ot) N(ecessarily) C(losed) polyhedra in Polyhedron?
> IMHO one cannot.
>
That is correct.
--
You received this message because you are subscribed to the Google Groups
"sage-support" group.
To unsubscri
On Friday, 17 July 2015 09:26:02 UTC+1, Volker Braun wrote:
>
> I take it you are using the PPL wrapper directly instead of the more
> user-friendly Polyhedron class. In that case you want the
> minimized_generators method:t
>
can one deal with N(ot) N(ecessarily) C(losed) polyhedra in Polyhed
Huh? Wrong google group?
On Friday, 17 July 2015 10:14:48 UTC+1, Arvind Vyas wrote:
>
> I have deployed my rails app in cent os6 it is giving me
> OpenSSL::SSL::SSLError (hostname "smtp.gmail.com" does not match the
> server certificate)
>
> it is working in my local pc perfectly, also my smtp s
Wrong subject line:
it's a problem with improper definite integrals, not indefinite integrals...
On Friday, 17 July 2015 10:01:52 UTC+1, Johannes Lippmann wrote:
>
> Hello,
>
>
> *Problem:*
> Sage 6.7 returns for
>
> integrate(x/(x^2+1),(x,0,infinity))
>
> the result 0. This is obviously wrong, s
I have deployed my rails app in cent os6 it is giving me
OpenSSL::SSL::SSLError (hostname "smtp.gmail.com" does not match the server
certificate)
it is working in my local pc perfectly, also my smtp settings is
config.action_mailer.smtp_settings = {
address: 'smtp.gmail.com',
port: 587,
Hello,
*Problem:*
Sage 6.7 returns for
integrate(x/(x^2+1),(x,0,infinity))
the result 0. This is obviously wrong, since x/(x^2+1) is positive betwwen
0 and Infinity.
*What I found out by now:*
I couldn't reproduce the error with any simpler function.
The antiderivate of the function is cal
I take it you are using the PPL wrapper directly instead of the more
user-friendly Polyhedron class. In that case you want the
minimized_generators method:
sage: from sage.libs.ppl import Constraint, Constraint_System, Generator,
Generator_System, Variable, NNC_Polyhedron, point, ray, closure_p