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Peter Arndt suggested the following classic trick:
There is a map to $\mathbb{P}^n$, from the affine type of matrices $A:R^{(n+1)\times (n+1)}$ such that $A^2=A$ and the characteristic polynomial o…
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We define a superset of the distribution **sagemath-categories** (from #29865), called https://pypi.org/project/sagemath-polyhedra/, which is large enough to work with rational polyhedra, includin…
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Hello,
if found your impressive package recently. I had some issues with the installation on windows10:
I downloaded your master and used conda.
conda env create -f environment.yml
I tried to refo…
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Hi,
if it is possible, can someone add SVD transform .
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Hi everyone,
I wrote the specification for Par2 a long time ago. I'm working on the code for a new version of Par. It will include:
1. Reed-Solomon encoding with [James S. Plank's correction]…
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@steo85it
What has been done with this so far? I would like to push this along
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Reading the most up-to-date docs, I see that the changelog includes that `poly_to_generator_matrix` is no longer supported.
While the other elements in the changelog had some points about what to …
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Maxima has good support for number bases through the "ibase" and "obase" command. So, we get an awful lot for free here. However, we need support for the base at the very top level in an "option" at…
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Already in two projects, I observed that `MGTwoLevelTransfer::reinit()` is takes a long time for polynomial transfer. More precisely, I observed that the case https://github.com/dealii/dealii/blob/a1b…
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I've invested a bit of time into helping Albert in getting this rather complex but beautifully written piece of code working properly. I would like to use this issue to somewhat track my progress.
I …