Description: Let $\bar{\mathbb Q}$ be the algebraic closure of $\mathbb Q$ in $\mathbb C$.The required ring is $R=\bar{\mathbb Q}+X\mathbb C[[X]]$, a subring of the power series ring $\mathbb C[[X]]$.

Keywords algebraic closure power series ring subring

Reference(s):

- G. W. Chang. Some Characterizations of {K}rull domains. (1999) @ Example 7 p. 4

Known Properties

Legend

- = has the property
- = does not have the property
- = information not in database

Name | Measure | |
---|---|---|

Krull dimension (classical) | 1 |

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