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decide on an interface to completions (padic, qadic, Avi, SeriesElem, Hamburger-Noether, ...)
- setprecision set_precision (inplace and not) (for elements)
- lift, rational_reconstruct
- map_coeff…
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I just released a version of Math::Prime::Util::GMP with ECPP (Elliptic Curve Primality Proving). With a small set of fixed determinants, it's good for proving 700-bit (216 digit) primes in ~1 second…
danaj updated
11 years ago
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Hello,
Is there an equivalent of the factor function provided by in sympy package (i.e. the opposition of the expand function? https://www.geeksforgeeks.org/python-sympy-factor-method/ ? If not, is t…
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The placement of the minus sign when factoring multivariate polynomials over `QQ` lost consistency at some point between Sage 9.2 and 9.4.
Define a multivariate polynomial ring:
```
sage: R. = Pol…
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We don't have any factoring polynomial support yet, but that's our next big goal!
We want to make another top level module like `simplifyExpression` and `solveEquation` that factors an expression (…
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The documentation for the factoring functions reads something like "Factorises a non-constant polynomial ..." but it does not say what it does with the factorization, and it is unfortunate to find out…
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Add a _proper_ factor method for Polynomials (many libraries don't support/recognize differences of squares with fractions, for example)
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Simplify doesn't seem to be working properly T-T
For example x^2+2x+1 gives x^2+2x+1 instead of (x+1)^2, and 5x+25 gives me 5x+25 instead of 5(x+5).
Expand works fine though, (x+1)^2 turns into …
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This list will serve as a thread for new rules that are to be implemented. This is more of a larger goal todo then a specific issue, but I think organizing our future ideas can't hurt. I will update t…
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right now adding like terms looks like: `x^2 + x + 3 + x^2 + 2 => ... => 2x^2 + x + 5` and only works with polynomial terms (where a polynomial term is defined as a symbol like x, with maybe an expone…