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2021-03-20 00:25:40 +0200 | marked best answer | LaTeX Greek names for symbolic variables Instead of the following: I want to display $$ \frac{\sigma_1}{\sigma_2}. $$ |

2021-03-20 00:09:03 +0200 | marked best answer | Compose Affine/Projective Curve morphism with Elliptic Curve isogeny When I tried to do this, I got TypeError: ... must be a map to multiply it by Isogeny ... And when I tried to dehomogenize projective curve morphism in x,y,z by z-coordinate, the remaining variables become x0 and x1. Can I keep them as x and y instead? EDIT: Example code: |

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2021-03-17 00:19:20 +0200 | edited question | LaTeX Greek names for symbolic variables LaTeX Greek names for symbolic variables Instead of the following: x,y,z,s1,s2,s3,s4,s5 = var('x,y,z,s_1,s_2,s_3,s_4,s_ |

2021-03-17 00:18:54 +0200 | edited question | LaTeX Greek names for symbolic variables LaTeX Greek names for symbolic variables Instead of the following: x,y,z,s1,s2,s3,s4,s5 = var('x,y,z,s_1,s_2,s_3,s_4,s_ |

2021-03-17 00:16:08 +0200 | edited question | LaTeX Greek names for symbolic variables LaTeX Greek names for symbolic variables Instead of the following: x,y,z,s1,s2,s3,s4,s5 = var('x,y,z,s_1,s_2,s_3,s_4,s_ |

2021-03-17 00:15:49 +0200 | asked a question | LaTeX Greek names for symbolic variables |

2021-03-16 09:12:24 +0200 | marked best answer | Kernel error with 9.2 Windows installer 0.6.2 Here's the error message I get in SageMath 9.2 Notebook server console when I just open an empty Jupyter notebook: |

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2021-03-16 08:47:41 +0200 | answered a question | Kernel error with 9.2 Windows installer 0.6.2 The error stems from Jupyter insisting on certain permissions for a file: RuntimeError: Permissions assignment failed f |

2021-03-16 05:00:53 +0200 | asked a question | Kernel error with 9.2 Windows installer 0.6.2 Kernel error with 9.2 Windows installer 0.6.2 Here's the error message I get in SageMath 9.2 Notebook server console whe |

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2020-11-23 23:19:48 +0200 | asked a question | latex of elements of multivariate polynomial quotient ring Here is a block of code: |

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2019-04-30 02:07:59 +0200 | commented question | Symbolic sum/product of Laurent/power series c[i] and d[i] are indexed symbolic variables. I'm trying to do symbolic calculation on power/Laurent series and extract the coefficients at the end. The snippet I wrote was my single example in detail. The tricky part about this for me is the symbolic variables n, c[i], and d[i]. I need to coefficients at the end to be expressed in forms of sums or products running over i. |

2019-04-26 19:44:06 +0200 | asked a question | Symbolic sum/product of Laurent/power series How can I do something like this? Thank you. |

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2018-07-16 20:32:22 +0200 | asked a question | ImportError: cannot import name polytools I'm using SageMath 8.2 Notebook to solve a symbolic equation. But I'm getting "ImportError: cannot import name polytools". Thank you. EDIT: Shutting down the notebook and re-opening fixed it. |

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2017-07-24 20:49:10 +0200 | asked a question | NameError: name 'var' is not defined I'm using Jupyter Notebook on CoCalc. I can't create symbolic variables. results in NameError: name 'var' is not defined. I tried but it still doesn't work and gives the same error. |

2017-07-14 18:08:01 +0200 | asked a question | Map between projective curves defined in an extension field For example, suppose I have the following 2 projective curves: I like to define a map from E to W that involves $\sqrt 2$ and $\sqrt 8$, which do not exist in k = GF(13), but do in an extension of k: So $w = \sqrt 2$ and $2w = \sqrt 8$. The map I like to define sends $(x:y:z)$ to $(wx:2wy:2wz)$. In this particular example, it's obvious that $(wx:2wy:2wz) = (x:2y:2z)$; but it's just a simple example do demonstrate the problem. Something like this doesn't work: Thank you. |

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