Zariski-Riemann space
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English
Etymology
Named by Nagata (1962) after Oscar Zariski and Bernhard Riemann.
Noun
Zariski-Riemann space (plural Zariski-Riemann spaces)
- (algebraic geometry) A locally ringed space of a subring k of a field K, whose points are valuation rings containing k and contained in K. They generalize the Riemann surface of a complex curve.