2025-03-11 17:47:06 +0100 | commented answer | If it possible to specify a factoring method? Actually, their code uses both n and N; I think it's the use of N in valuation(N,p) which causes the problem. Anyway, us |
2025-03-11 17:44:40 +0100 | edited answer | If it possible to specify a factoring method? The factor method takes an algorithm keyword; have you looked at the documentation? In your case, since you know that t |
2025-03-11 17:43:03 +0100 | commented answer | If it possible to specify a factoring method? First, I suggested first checking whether p.divides(a) before dividing. Second, I've provided some untested code to keep |
2025-03-11 17:41:48 +0100 | edited answer | If it possible to specify a factoring method? The factor method takes an algorithm keyword; have you looked at the documentation? In your case, since you know that t |
2025-03-10 01:10:32 +0100 | commented question | Inquiry About GSOC 2025: SageMath Project on Paths and Cycles Enumeration Methods I think that you should ask questions about GSOC projects on the sage-gsoc Google group — see link at https://wiki.sagem |
2025-03-08 19:35:38 +0100 | answered a question | If it possible to specify a factoring method? The factor method takes an algorithm keyword; have you looked at the documentation? In your case, since you know that t |
2025-03-07 18:19:59 +0100 | commented question | Is This A limitation of my Processing Power Does it work if your file instead contains a smaller integer, say 5 digits? |
2025-03-07 18:19:10 +0100 | commented question | Is This A limitation of my Processing Power You should add f.close() after writing to the file; otherwise, the write operation may not complete. |
2025-03-07 18:14:50 +0100 | edited question | Is This A limitation of my Processing Power Is This A limitation of my Processing Power I'm trying to load a large number into Sage for factoring. I believe with t |
2025-03-07 18:14:29 +0100 | commented question | Is This A limitation of my Processing Power Does it work if your file instead contains a smaller integer, something easily factorable, say 5 digits? |
2025-03-03 18:22:24 +0100 | commented question | plotting graphs, vertices on some graphs are very small Also, what happens if you remove/modify the xmin and xmax arguments? Can you get the pictures you want? |
2025-03-03 18:19:16 +0100 | commented question | plotting graphs, vertices on some graphs are very small These graphs looks fine when I look at them separately, so it looks more like an issue with graphics_array than the indi |
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2025-02-28 19:40:45 +0100 | commented question | Loading an integer from .txt file to SageMath for factoring Can you provide a toy example? Does your .txt file just contain something like "1023", or is there more in it than just |
2025-02-27 19:57:52 +0100 | answered a question | How to print variables order of a polynomial ring? Term order is not defined for single-variable polynomial rings, just for multivariable rings: sage: R2 = PolynomialRing |
2025-02-27 19:52:01 +0100 | edited question | How to print variables order of a polynomial ring? How to print variables order of a polynomial ring? Hello, I've a generic multivariate polynomial ring, for which I need |
2025-02-21 19:52:47 +0100 | commented question | Problem with loading sagemath packages on jupyter notebook SageMath 9.3 is about four years old. Is there any way for you to install a newer version? Sage 10.5 is the latest, rele |
2025-02-21 19:35:45 +0100 | edited question | Error when computing torsion group Error when computing torsion group I am trying to run this code t = var('t') K.<a> = NumberField(20*t^4 + 40*t^3 |
2025-02-08 02:12:03 +0100 | edited answer | The matrix equation $X^3+Y^3=3Z^3$ Not an answer but too long for a comment. Over a finite field like GF(2), you can iterate more quickly by iterating over |
2025-02-08 02:07:03 +0100 | edited answer | The matrix equation $X^3+Y^3=3Z^3$ Not an answer but too long for a comment. Over a finite field like GF(2), you can iterate more quickly by iterating over |
2025-02-08 01:32:18 +0100 | answered a question | The matrix equation $X^3+Y^3=3Z^3$ Not an answer but too long for a comment. Over a finite field like GF(2), you can iterate more quickly by iterating over |
2025-02-07 22:56:03 +0100 | commented question | The matrix equation $X^3+Y^3=3Z^3$ If you do this over GF(2) or GF(3) with 2x2 matrices, you should find solutions (if you want to make sure that the code |
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2025-01-29 17:56:10 +0100 | commented answer | How can I distinguish between Sage and Python? This tests whether Sage can be imported, not whether it already has been, and furthermore it imports it if it can be: it |
2025-01-29 17:55:59 +0100 | commented answer | How can I distinguish between Sage and Python? This tests whether Sage can be imported, not whether it already has been, and furthermore it imports if it can be: it ha |
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2025-01-29 03:40:59 +0100 | answered a question | How can I distinguish between Sage and Python? It depends on what you mean by "Sage is running". If you mean, "have the standard Sage commands, etc., been imported and |
2025-01-27 21:58:08 +0100 | commented question | How to plot this What's D[0]? What does "real_part" mean? What have you tried? |
2025-01-27 04:59:18 +0100 | commented question | can not run without coxeter3. how to deal with it The error message says coxeter3 must be installed. How did you install Sage? What OS are you using? What version of Sage |
2025-01-25 00:46:29 +0100 | commented question | Regarding : Removing certain entries from a list of combinations If you post a comment on the old question, then by default, anyone who has participated will get a notification. |
2025-01-20 18:32:25 +0100 | edited question | How to factorize a polynomial in a Skew Polynomial Ring How to factorize a polynomial in a Skew Polynomial Ring I am trying this code, but it is not giving any output. However, |
2025-01-20 18:32:18 +0100 | commented question | How to factorize a polynomial in a Skew Polynomial Ring What version of Sage are you using? Also, your post is contradictory: you say that it gives output for x^n+1 when n is a |
2025-01-04 19:50:21 +0100 | commented answer | Solve for integer and real number The alarm function can be used to interrupt computations. |
2025-01-04 19:49:01 +0100 | commented answer | Solve for integer and real number It should be possible to put integers into a solve function, but I don't know if it's possible to use solve for an index |
2025-01-02 22:58:10 +0100 | edited question | Solve for integer and real number Solve for integer and real number In a project I'm doing I stumbled on a way to solve something, but I don't know how I |
2024-12-17 04:00:00 +0100 | commented answer | Attempt:Orthogonal projection of $\mathbb{C}^3$ onto image of linear operator A link to the other question, in case it's useful to anyone: https://math.stackexchange.com/q/5011208/42781 |
2024-12-01 03:40:28 +0100 | answered a question | I try to make a class derived from IntegerMod_abstract but simply calling the super().__init__ already fails. You need to define the method set_from_mpz in your new class: the __init__ method for IntegerMod_abstract calls it, but |
2024-11-28 23:11:49 +0100 | commented question | Conversion from finite field to integer polynomial b.polynomial() might be close to what you're looking for. You can also get the coefficients from b.list(). |
2024-11-28 23:10:55 +0100 | commented question | Conversion from finite field to integer polynomial b.polynomial() might be close to what you're looking for. |
2024-11-26 01:45:18 +0100 | commented question | error in factor What's the difference between -a+c and c-a? Maybe I'm misunderstanding. |
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2024-11-17 19:29:25 +0100 | answered a question | adding a new function to sage Briefly, you should create a fork of Sage on your own GitHub account, and create a fork there. Then you can compare that |
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2024-10-13 23:02:41 +0100 | commented question | Cannot transpose the matrix with x.transpose() Right, perhaps by a command like A = A.swap_columns(0,2). That's why I am asking for more information. |
2024-10-13 19:09:22 +0100 | commented question | Cannot transpose the matrix with x.transpose() Please provide more context, like any lines that might have (re)defined A. If I run consecutive commands A = matrix(2,3, |
2024-10-11 20:16:56 +0100 | commented question | Class equation of a group If G is your group, you could do [X.cardinality() for X in G.conjugacy_classes()]. Is that the information you want? I g |
2024-10-11 20:15:29 +0100 | commented question | Class equation of a group If G is your group, you could do [X.cardinality() for X in G.conjugacy_classes()]. Is that the information you want? |
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2024-10-04 21:36:30 +0100 | answered a question | Symbolic integration with parameter You can add the keyword "hold" to integrate. Initial version: sage: t=var('t') sage: J(kk)=integrate(exp(-2*pi*I*kk*t), |
2024-10-01 02:36:17 +0100 | commented question | How to make edges Curve with Plot I'm not completely clear on what you want. Can you provide more details or more explanation? |