Let $D$ be a countable, existentially closed division ring over a field $F$. Let $S=D\otimes_F F(x)$. Let $R$ be the trivial extension $T(S,D)$ of $S$ by the $S$-module $D$
Keywords rational polynomial ring tensor product trivial extension
Name | Measure | |
---|---|---|
composition length | left: $\infty$ | right: $\infty$ |
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