Bill Page
2018-09-17 03:02:54 UTC
On Fri, Sep 7, 2018 at 12:24 PM Konrad Schrempf wrote:
...
For Bill: If it helps to support further discussions, please put the
code on github (maybe including the mini-documentation). I guess that
it will take a while to include it in standard FriCAS. Just tell me if
you need a formal declaration for the distribution.
Is there something important I forgot? Some months ago I just claimed
that FriCAS will be the first computer algebra system being able to
work with elements in the universal field of fractions of a free
associative algebra. Now you can convince yourself. I guess that it
takes a while to get used to working with linear representations
(admissible linear systems). For small polynomials that really looks
like an overkill. But for the example on page 15 one could see the
beauty of Cohn's theory. You should try p_43^-1 ...
--
Documentation: https://github.com/billpage/ncpoly/blob/master/fdalg_20180907.pdf
Source code: https://github.com/billpage/ncpoly
Comments appreciated.
...
For Bill: If it helps to support further discussions, please put the
code on github (maybe including the mini-documentation). I guess that
it will take a while to include it in standard FriCAS. Just tell me if
you need a formal declaration for the distribution.
Is there something important I forgot? Some months ago I just claimed
that FriCAS will be the first computer algebra system being able to
work with elements in the universal field of fractions of a free
associative algebra. Now you can convince yourself. I guess that it
takes a while to get used to working with linear representations
(admissible linear systems). For small polynomials that really looks
like an overkill. But for the example on page 15 one could see the
beauty of Cohn's theory. You should try p_43^-1 ...
--
Documentation: https://github.com/billpage/ncpoly/blob/master/fdalg_20180907.pdf
Source code: https://github.com/billpage/ncpoly
Comments appreciated.
--
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