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Commutative rings, modules, ideals, homological algebra, computational aspects, invariant theory, connections to algebraic geometry and combinatorics.

5 votes
Accepted

"Archimedeanising" an ordered field

Yes, the map is sometimes called the standard part map, and it turns out that one map define it in general for a group in an o-minimal structure. See here, for example. Regarding the splitting, if it …
Moshe's user avatar
  • 486
2 votes

What makes a theorem *a* "nullstellensatz."

I wanted to post a comment to Tom's answer, but couldn't figure out how to do it, so I add it as an answer... I think you can interpret the classical Nullstellensatz in this language as follows: Take …
3 votes
Accepted

When is a valued field second-countable?

I now think that the answer is no. Let $K$ be the field of Hahn series for the group $\mathbb{Q}$ over a countable field $k$, in the variable $t$ (so $\kappa=\omega$). For any sequence $a=(a_i)$ of el …
Moshe's user avatar
  • 486