Calabi-Yau

Let $\text{[math]}$ be a Kaehler manifold. Then $\text{[math]}$ is Calabi-Yau if $\text{[math]}$ . If $\text{[math]}$ is a variety, we say that $\text{[math]}$ is a Calabi-Yau variety if it has vanishing canonical class.

For example, a degree $\text{[math]}$ hypersurface $\text{[math]}$ in $\text{[math]}$ is Calabi-Yau. For from the exact sequence

$\text{[math]}$

Calabi-Yau

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