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[Merged by Bors] - chore(algebra/order/group/basic): Improve lemma names #16970
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I think I like |
It's already used in similar lemmas, like |
I think |
Those are precisely not commutativity lemmas however. They are antidistributivity lemmas instead. |
Thanks 🎉 bors merge |
Rename * `div_le''` → `div_le_comm` * `le_div''` → `le_div_comm` * `sub_le` → `sub_le_comm` * `le_sub` → `le_sub_comm` * `div_lt''` → `div_lt_comm` * `lt_div''` → `lt_div_comm` * `sub_lt` → `sub_lt_comm` * `lt_sub` → `lt_sub_comm`
Build failed (retrying...): |
Rename * `div_le''` → `div_le_comm` * `le_div''` → `le_div_comm` * `sub_le` → `sub_le_comm` * `le_sub` → `le_sub_comm` * `div_lt''` → `div_lt_comm` * `lt_div''` → `lt_div_comm` * `sub_lt` → `sub_lt_comm` * `lt_sub` → `lt_sub_comm`
Build failed (retrying...): |
Rename * `div_le''` → `div_le_comm` * `le_div''` → `le_div_comm` * `sub_le` → `sub_le_comm` * `le_sub` → `le_sub_comm` * `div_lt''` → `div_lt_comm` * `lt_div''` → `lt_div_comm` * `sub_lt` → `sub_lt_comm` * `lt_sub` → `lt_sub_comm`
Build failed (retrying...): |
Rename * `div_le''` → `div_le_comm` * `le_div''` → `le_div_comm` * `sub_le` → `sub_le_comm` * `le_sub` → `le_sub_comm` * `div_lt''` → `div_lt_comm` * `lt_div''` → `lt_div_comm` * `sub_lt` → `sub_lt_comm` * `lt_sub` → `lt_sub_comm`
Build failed (retrying...): |
Rename * `div_le''` → `div_le_comm` * `le_div''` → `le_div_comm` * `sub_le` → `sub_le_comm` * `le_sub` → `le_sub_comm` * `div_lt''` → `div_lt_comm` * `lt_div''` → `lt_div_comm` * `sub_lt` → `sub_lt_comm` * `lt_sub` → `lt_sub_comm`
Build failed: |
bors d+ |
✌️ YaelDillies can now approve this pull request. To approve and merge a pull request, simply reply with |
Let's try again bors merge |
Rename * `div_le''` → `div_le_comm` * `le_div''` → `le_div_comm` * `sub_le` → `sub_le_comm` * `le_sub` → `le_sub_comm` * `div_lt''` → `div_lt_comm` * `lt_div''` → `lt_div_comm` * `sub_lt` → `sub_lt_comm` * `lt_sub` → `lt_sub_comm`
Pull request successfully merged into master. Build succeeded: |
Rename
div_le''
→div_le_comm
le_div''
→le_div_comm
sub_le
→sub_le_comm
le_sub
→le_sub_comm
div_lt''
→div_lt_comm
lt_div''
→lt_div_comm
sub_lt
→sub_lt_comm
lt_sub
→lt_sub_comm