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7:43 AM
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Q: Collineations of the projective spaces and isomorphisms of the fields

Taras BanakhFor a (topological) field $F$ by $FP^2$ we denote the projective plane, i.e., the quotient space of $F^3\setminus\{0\}^3$ by the equivalence relation $\vec x\sim\vec y$ iff $\vec x=\lambda\vec y$ for for $\lambda\in F\setminus\{0\}$. A line in $FP^2$ is the quotient image of $L\setminus\{0\}^3$ ...

The tag (geometry) is deprecated on MO, see the tag-info. Probably it could be replaced by some other suitable tag. (Or omitted entirely - as there already is a tag for algebraic geometry.) — Martin Sleziak 58 secs ago
 
 
5 hours later…
12:27 PM
@MartinSleziak I noticed that the tag "geometry" is deprecated, but the system did not guggest anything more appropriate (now searching through all tags I found the appropriate tag "projective-geometry"). — Taras Banakh 1 min ago
 

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