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1:59 AM
0
A: Tag management 2021

Rodrigo de AzevedoIn a sense, rank-$1$ matrices are the "atoms" with which "composite" matrices are built. Thus, I propose that tag rank-1-matrices be created.

 
 
6 hours later…
8:27 AM
The tag was created and removed before:
Dec 20 '20 at 21:23, by Martin Sleziak
A new tag was created and added to 7 questions.
Dec 21 '20 at 7:42, by Martin Sleziak
@MartinSleziak The tag was removed from all 7 questions.

First occurrence of (rank-1-matrices)

Dec 20 '20 at 21:23, 10 hours 19 minutes total – 21 messages, 2 users, 1 star

Bookmarked 13 secs ago by Martin Sleziak

 
 
5 hours later…
1:36 PM
So far there were a few downvotes by nobody commented:
-3
A: Tag management 2021

Rodrigo de AzevedoIn a sense, rank-$1$ matrices are the "atoms" with which "composite" matrices are built. Thus, I propose that tag rank-1-matrices be created. Eigenvalues of the rank one matrix $uv^T$ Characteristic polynomial of a matrix of $1$'s Rank of sum of rank-$1$ matrices Is the cone of rank-$1$ matr...

@DonThousand I wanted to make sure that you're aware about this post - as far as I can tell, you removed the previous occurrence of this tag, so you might have something to say.
 
2:15 PM
@MartinSleziak I haven't downvoted the tag. I only removed it after talking to quid about flooding the front page with newly tagged old questions, which the user who made this tag is notorious for. After my removal, I believe said user asked about the tag in the thread, and it was not received positively.
 
I am not sure whether there was post about on meta before. (If it was, I have missed it.)
 
@MartinSleziak No, this was just in a chat room.
 
2:34 PM
A new tag was created and removed (by me here and here).
 
I will add that the same user created also a tag-excerpt for .
 
 
5 hours later…
7:30 PM
2
A: Tag management 2021

Rodrigo de AzevedoAt the moment, tag quadratic-equation is a synonym for tag quadratics. Hence, I propose that cubic-equations ⟶ cubics quartic-equations ⟶ quartics Say, on a question on the number of real roots of a given cubic polynomial, I would rather see tag cubics than tag cubic-equations. The roots may ...

 

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