In algebraic geometry, the **Nisnevich topology**, sometimes called the **completely decomposed topology**, is a Grothendieck topology on the category of schemes which has been used in algebraic K-theory, A¹ homotopy theory, and the theory of motives. It was originally introduced by Yevsey Nisnevich, who was motivated by the theory of adeles.

Read more about Nisnevich Topology: Definition, Local Rings in The Nisnevich Topology, Applications

### Other articles related to "nisnevich topology, nisnevich, topology":

**Nisnevich Topology**- Applications

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**Nisnevich**introduced his

**topology**to provide a cohomological interpretation of the class set of an affine group scheme, which was originally defined in adelic terms ... scheme over an integral regular Noetherian base scheme is locally trivial in the Zariski

**topology**... One of the key properties of the

**Nisnevich topology**is the existence of a descent spectral sequence ...

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