About complex geometries
About complex geometries
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Through the Torelli theorem, a compact Riemann surface is determined by its Jacobian variety, and this demonstrates one explanation why the study of constructions on complex spaces might be valuable, in that it may possibly make it possible for a single to resolve classify the spaces by themselves.
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admits a Kähler metric with vanishing Ricci curvature, and This can be taken as an equal definition of Calabi–Yau.
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to become compact. In this instance Yau's proof of your Calabi conjecture implies that X displaystyle X