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2018-09-23 16:49:21 +0100 | asked a question | Enumerating points in 0-dimensional ideals over Qbar I would like to find the points of a 0-dimensional ideal over Qbar. That is I do not want just the rational points, The problem is that I found multiple problem while doing that. 1) While the code is legal, the code is not for reasons that esapes me. 2) The code is not legal, it is if we replace QQbar by QQ. Why? |
2018-09-23 16:49:21 +0100 | asked a question | Finding points of 0-dimensional variety over Qbar I would like to find the points of a 0-dimensional ideal over Qbar. That is I do not want just the rational points, but also the algebraic points. The problem is that I found multiple problem while doing that. 1) While the code R.<t1,t3,t4,e1,e2,e3> = PolynomialRing(QQbar,6, order="degrevlex(3),lex(3)") is legal, the code R.<t1,t2,t3> = PolynomialRing(QQ,3, order="degrevlex(3)") is not. While the code R.<t1,t2,t3,e1,e2,e3> = PolynomialRing(QQ,6, order="degrevlex(3),lex(3)") tvars = [t1,t2,t3] eltsyms = [R((SymmetricFunctions(QQ).elementary())[i].expand(3,alphabet=tvars)) for i in range(4)] is legal, it is not if we replace QQ by QQbar? |
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2012-11-16 15:51:10 +0100 | answered a question | python install and fortran Both strategies (sage -sh and the F2CLIBS definition) failed. The problem is in the call to "setup" in "setup.py", where is this function defined? |
2012-11-07 04:18:23 +0100 | asked a question | python install and fortran I want to install the package PyNIO with sage 5.3 The problem occurs with the fortran compiler. When doing sage --python setup.py install I get following errors
On the other hand when I try to install on a Python 2.7.3 installed in my home directory using python setup.py install there is apparently no error at all:
What could explain this difference in behavior between using sage alone and using Python 2.7.3? Best, Mathieu |