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In mathematics, the Oka coherence theorem, proved by , states that the
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\mathcal := \mathcal_ of germs of holomorphic functions on \mathbb^n over a complex manifold is coherent.In paper it was called the idéal de domaines indéterminés.


See also

* Cartan's theorems A and B * Several complex variables *
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* Oka–Weil theorem * Weierstrass preparation theorem


Note


References

* * * * * Theorems in complex analysis Theorems in complex geometry {{mathanalysis-stub