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Sep 16 at 11:58 comment added Timothy Chow The work of Andrew Snowden and his collaborators is worth looking at. See for example "The ideal of relations for the ring of invariants of $n$ points on the line" and other work in a similar vein.
Sep 16 at 6:14 comment added Gregor Kemper A fairly recent survey article appeared in arxiv.org/abs/2403.12709
Sep 15 at 19:59 comment added Abdelmalek Abdesselam For an example of open problem, see my article mentioned at the end of my MO answer mathoverflow.net/questions/286872/…
Sep 15 at 18:04 comment added darij grinberg Also I expect a lot of activity to follow in the anticommutative and noncommutative settings (which lag behind the commutative one for historical reasons).
Sep 15 at 18:03 comment added darij grinberg There is a recent book by De Concini and Procesi with some fairly recent results in it. Usually the question is to find generators and relations for the invariant rings of a family of groups acting on a family of spaces (e.g., $\operatorname{GL}_n$ acting on $K^{n\times n}$ by conjugation). This is not a computational problem, since the families are typically infinite (all $n$, not just a few). Also, fields of positive characteristic offer a challenge in many situation where the characteristic-$0$ theory can be derived from general facts.
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Sep 15 at 17:26
S Sep 15 at 16:52 history asked IllogicalUser CC BY-SA 4.0