10:04 AM
The corresponding post on Mathematics: Baer sum and endomorphisms. (It is recommended to link the posts to each other when posting on multiple sites.) — Martin Sleziak 2 mins ago
I will also point out that the tag (abstract-algebra) is deprecated on MO, see the tag-info. It is also recommended to use at least on top-level tag. Perhaps some users who look at this question can suggest suitable tags. — Martin Sleziak 51 secs ago
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I work in an Abelian category. If I take the Baer sum $M' + M''$ of two extensions $M'$ and $M''$ of $ M_2$ by $M_1$, i.e., $$ 0 \to M_1 \to M' \to M_2 \to 0$$ is exact, and the same for $M''$, then what do I know about $\mathrm{End}(M' + M'')$? Do I have any access to it? I know everything I wan...
I would probably add abelian-categories, but I am not really sure which top-level tags should be usedhere.
10:56 AM
11:55 AM
@MartinSleziak The OP replaced abstract-algebra with ct.category-theory and abelian-categories. mathoverflow.net/posts/356899/revisions
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I work in an Abelian category. If I take the Baer sum $M' + M''$ of two extensions $M'$ and $M''$ of $ M_2$ by $M_1$, i.e., $$ 0 \to M_1 \to M' \to M_2 \to 0$$ is exact, and the same for $M''$, then what do I know about $\mathrm{End}(M' + M'')$? Do I have any access to it? I know everything I wan...
@BadrBellaj I guess you're unlikely to get some response here. You could try some of the rooms where you are more likely to find some moderators, possibly Teacher's Lounge or maybe also Tavern on Meta.
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