Ag/selfprojecting matroids - #6122
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…ith a first attempt at struct and some first functions, still problems with the computation of the selfprojecting realization ideal
…jecting matrix does not yet work
…alization spaces, also added a .jl file that contains the first steps towards a struct that can be used in the pending database collection
…to ag/selfprojecting_matroids
…the selfprojecting realization matrix works
…ications in the MRS and SPMRS files
…realizations instead of the classical realizations, and adjusted the function computing the self-projecting realization space for the case that this space is empty.
… the inequations to avoid repetitions and 1, products are not excluded so far.
…to ag/selfprojecting_matroids
…QQ the coefficient ring cannot be computed
…ypes of some properties to allow for the case when the computation for the selfprojecting realization space did not terminate
Provide extra method for underlying_scheme.
…ferent input type, basis_minors is adjusted to explain that no sorting is done if the candidates are quotientring elements
… in 1:length(...)
…message is only relevant for the expert user of the code. Not for the standard user, who just uses the exported functions
Co-authored-by: Max Horn <max@quendi.de>
Co-authored-by: Max Horn <max@quendi.de>
Co-authored-by: Max Horn <max@quendi.de>
…or all the exported functions. No code changed
…r/Oscar.jl into ag/selfprojecting_matroids
…r/Oscar.jl into ag/selfprojecting_matroids
…gRealizations now the name of the argument in math formatting is used
…e three signs marking the end of the docstring
…d realizations prettier by fixing some layout mistakes
…r the list of polynomials from the basis minors is created as a multiplicative set. The default is false. This speeds up the computation fo rlarger matroids.
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unfortunately this now has some merge conflicts |
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This should be fixed now hopefully! |
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Updated the documentation for the collection in oscarDB, because now the collection for the matroids of rank 4 on 9 elements is complete.
Also updated the function basis_minors by adding a kwarg to decide whether the list of polynomials from the basis minors is created as a multiplicative set. The default is false. This speeds up the computation for larger matroids and it was used to create some of the database entries.