Let $B$ be the ring of $2$-adic integers, and $Q$ be its field of quotients. The required ring is the trivial extension $R=T(B, Q/B)$.
Keywords ring of quotients trivial extension
Name | Measure | |
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Krull dimension (classical) | 1 |
Name | Description |
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Idempotents | $\{0,1\}$ |