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replacing strict inequality by a large one in locally_Rbar #122
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What it is the status of this PR? |
@affeldt-aist forgotten but I think would be a great improvment |
Actually, I always think I merged it and often am disappointed I didn't :-( |
So I guess we should update the PR. Since things have changed in two years, I wonder whether it would not be better to do a new PR. |
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- from strict to large closed #122
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- from strict to large closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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TODO: MC2 port
This PR must be ported to mathcomp 2 now that the. Remove this label when the port is done.
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Jan 25, 2024
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
We can maybe turn this PR into a draft PR since we have this most recent one: #487 |
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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- from strict to large - also in {p,n}infty_{d,}nbhs closed #122
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TODO: MC2 port
This PR must be ported to mathcomp 2 now that the. Remove this label when the port is done.
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