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Jul 11 at 19:12 history edited user237522
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Jul 9 at 14:04 comment added user237522 $S:=\mathbb{C}(xy,x+y)$, the field of symmetric functions w.r.t. the exchange involution $(x,y) \mapsto (y,x)$, is not an example for $R$, since $S(x^ny^n)=\mathbb{C}(xy,x+y,x^ny^n)=S \subsetneq \mathbb{C}(x,y)$. However, $S$ is an example for $\tilde{R}$.
Jul 9 at 14:00 history edited user237522 CC BY-SA 4.0
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Jul 8 at 14:53 history edited user237522 CC BY-SA 4.0
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Jun 12 at 19:24 vote accept user237522
Jun 11 at 15:43 answer added Laurent Moret-Bailly timeline score: 1
Jun 8 at 20:11 review Low quality posts
Jun 8 at 20:16
Jun 8 at 20:04 vote accept user237522
Jun 8 at 20:07
Jun 8 at 19:49 history asked user237522 CC BY-SA 4.0