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2014-01-19 14:18:55 +0200 | commented answer | How can I add cvxpy to Sage I was still wondering if I can cvxpy to Sage Cloud in my session. |

2014-01-09 21:08:00 +0200 | marked best answer | Why do I get the wrong answer from this LP problem? Helloooooooooooooooooooooo !! That's because all variables are assumed to be >= 0 by default unless specified otherwise. Sorry for that, it's something that all LP solvers that I know assume too (and that's why we do, too), and it's pretty hard to advertise in the doc and make sure that everybody sees it So if you want to make this work with negative values, you have to add lines like : in your code. And it will work, at least it does on my computer. Perhaps I should add warnings everywhere in the doc Nathann |

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2014-01-09 19:50:35 +0200 | asked a question | Exception: type 'sage.rings.real_mpfr.RealLiteral' is not a valid type for a Constant value. I added cvxpy and ecos to my Sage installation. When I run the following code for the first time, I get the exception in the title. However, the second time the code runs fine. RealNumber=float Integer=int import numpy from pylab import * import math from cvxopt import matrix as m from cvxpy import * x = Variable(1) y = Variable(1) ## constraintsconstraints = [ x+y >= -1.0, x+y <= 10.0] ## objectiveobjective = Maximize(x+y) p = Problem(objective, constraints) result = p.solve() print result ## The optimal valueprint x.value print y.value |

2013-12-25 14:14:40 +0200 | answered a question | How can I add cvxpy to Sage Till now, I realized to install any Python module, you can write: sage --python setup.py install in the module folder. |

2013-12-23 23:00:09 +0200 | answered a question | LMI (Linear Matrix Inequalities) It might be too late but you here is CVXOPT, the solver for convex optimization: http://www.sagemath.org/doc/numerical... |

2013-12-23 22:55:27 +0200 | asked a question | How can I add cvxpy to Sage It is not easy to describe convex optimization problems for CVXOPT because CVXOPT is just the solver and there is almost no "modeling" (or user friendly interface). Take Yalmip as an example. With Yalmip, you can add constraints as: x1+2*x2<=0 and much more (including matrices). The closest thing I found for CVXOPT was cvxpy. I was wondering how I can add cvxpy to my Sage installation. Thanks |

2013-12-04 23:10:14 +0200 | commented answer | Why do I get the wrong answer from this LP problem? Thanks for the answer. Maybe it's better to leave the constraints to the user. |

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2013-12-03 21:22:48 +0200 | asked a question | Why do I get the wrong answer from this LP problem? In this cell, I have a linear programming problem: http://sagecell.sagemath.org/?q=oatgsd However, the answer is wrong. The optimal objective has to be 1 whereas it is 0. The optimal values for x and y lie on the line between (-2,1) and (1,-2). I have shown the values of the constraints for the point (-1,0) |

2013-11-19 22:59:04 +0200 | marked best answer | Why do I get the "unable to find a common ring for all elements" error message? The variables in the MILP are not symbolic variables, i.e., not from the Symbolic Ring. The You can rewrite your constraints like this |

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2013-11-17 20:46:09 +0200 | asked a question | Why do I get the "unable to find a common ring for all elements" error message? I was wondering if you can take a look at this cell: http://sagecell.sagemath.org/?q=ypqhgw and let me know why I get the error message. Thanks |

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