Keywords

#analytically_irreducible_ring

Analytically irreducible ring

In algebra, an analytically irreducible ring is a local ring whose completion has no zero divisors. Geometrically this corresponds to a variety with only one analytic branch at a point.

Tue 7th

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Analytically irreducible ring Analytically unramified ring Analytically normal ring Integral domain Quadratic integer Krull dimension Complex analytic variety Zariski's main theorem Masayoshi Nagata Algebraic variety
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