Quaternion-Kähler manifold: Difference between revisions

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In mathematics, a quaternion-Kähler manifold is a topological manifold which has three almost complex structures which are not covariantly constant. Quaternion-Kähler manifolds are not in general Kähler manifolds.

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	In [[mathematics]], a '''quaternion-Kähler manifold''' is a [[topological manifold]] which has three [[almost complex structure]]s which are not covariantly constant. Quaternion-Kähler manifolds are not in general Kähler.		In [[mathematics]], a '''quaternion-Kähler manifold''' is a [[topological manifold]] which has three [[almost complex structure]]s which are not covariantly constant. Quaternion-Kähler manifolds are not in general [[Kähler manifold]]s.

	{{Geometry-stub}}		{{Geometry-stub}}