Fix logic error when computing rank deficient weak Popov forms with some options#41280
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…bination of options include_zero_vectors=False and ordered=True
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Looks good! Thank you for the quick fix!
My only requested change is a small formatting fix, you can set this to positive review after making the change.
Co-authored-by: Vincent Macri <vincent.macri@ucalgary.ca>
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sagemathgh-41280: Fix logic error when computing rank deficient weak Popov forms with some options Fixes sagemath#41278 This concerns univariate polynomial matrices and the main interface for weak Popov forms (`weak_popov_form`) which mostly handles options (the main computation is deferred to `_weak_popov_form` which is unchanged by this PR). In the rank deficient case, with some specific options (`include_zero_vectors=False` and `ordered=True`), the code contained some misplaced logic concerning zero rows that happened too late in the computations, leading to wrong results (see [sagemath#41278](sagemath#41278)). This PR fixes this issue, adds a test for it, and also makes some minor enhancements in code style. ### 📝 Checklist - [x] The title is concise and informative. - [x] The description explains in detail what this PR is about. - [x] I have linked a relevant issue or discussion. - [x] I have created tests covering the changes. - [ ] I have updated the documentation and checked the documentation preview. URL: sagemath#41280 Reported by: Vincent Neiger Reviewer(s): Vincent Macri, Vincent Neiger
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Fixes #41278
This concerns univariate polynomial matrices and the main interface for weak Popov forms (
weak_popov_form) which mostly handles options (the main computation is deferred to_weak_popov_formwhich is unchanged by this PR).In the rank deficient case, with some specific options (
include_zero_vectors=Falseandordered=True), the code contained some misplaced logic concerning zero rows that happened too late in the computations, leading to wrong results (see #41278).This PR fixes this issue, adds a test for it, and also makes some minor enhancements in code style.
📝 Checklist