[sage-devel] Building Sage 6.4 in openSUSE 13.2 fails

2014-11-19 Thread Nicolás Sirolli
Hi, After obtaining the source code from the git repository, I tried to build Sage but it failed. This is the error I see: checking complex.h usability... no checking complex.h presence... yes configure: WARNING: complex.h: present but cannot be compiled configure: WARNING: complex.h: check

Re: [sage-devel] Building Sage 6.4 in openSUSE 13.2 fails

2014-11-20 Thread Nicolás Sirolli
if your c++ complier is recent enough and complete enough. You may have to install some extra development packages for your compiler. I would actually be curious to see your config.log. Francois On Wed, 19 Nov 2014 14:07:18 Nicolás Sirolli wrote: Hi, After obtaining the source

[sage-devel] Re: Building Sage 6.4 in openSUSE 13.2 fails

2014-11-20 Thread Nicolás Sirolli
:18 PM UTC, Nicolás Sirolli wrote: Hi, After obtaining the source code from the git repository, I tried to build Sage but it failed. This is the error I see: checking complex.h usability... no checking complex.h presence... yes configure: WARNING: complex.h: present but cannot be compiled

[sage-devel] Arch: error building Sage, rpy2 fails

2018-08-17 Thread Nicolás Sirolli
Hello, I'm trying to build Sage 8.4.beta1 (following the develop branch from git) on Arch Linux, and it fails when trying to build the rpy2-2.8.2.p0 package. I'm attaching the corresponding log file. Please, let me know if any further information can be helpful to solve the issue. Thanks,

Re: [sage-devel] Gauss sum for the Dirichet character modulo 1

2018-04-08 Thread Nicolás Sirolli
Sure! I'll do it. El jueves, 5 de abril de 2018, 12:15:30 (UTC-3), David Loeffler escribió: > > Sounds reasonable to me. Can you open a trac ticket for this? > > On 28 March 2018 at 18:01, Nicolás Sirolli <nmsi...@gmail.com > > wrote: > >> The Gauss sum for th

[sage-devel] Gauss sum for the Dirichet character modulo 1

2018-03-28 Thread Nicolás Sirolli
The Gauss sum for the Dirichlet character modulo 1 is equal to 1, but: sage: G = DirichletGroup(1) sage: chi = G.list()[0] sage: chi.gauss_sum() 0 The output is zero because the gauss_sum function in modular/dirichlet.py, after some preliminaries, computes the following: for c in