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dbr:Projective_plane
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dbr:Quaternionic_projective_space
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Quaternionische projectieve ruimte Quaternionic projective space
rdfs:comment
In de wiskunde is een quaternionische projectieve ruimte een uitbreiding van de ideeën van reële projectieve - en complexe projectieve ruimten op het geval, waar de coördinaten in de ring van quaternionen H liggen. Quaternionische projectieve ruimten van dimensie n worden meestal aangeduid door HPn De quaternionische projectieve ruimte is een gesloten variëteit met (reële) dimensie 4n. De quaternionische projectieve ruimte is op meer dan een manier een homogene ruimte voor een Lie-groepsbewerking. In mathematics, quaternionic projective space is an extension of the ideas of real projective space and complex projective space, to the case where coordinates lie in the ring of quaternions Quaternionic projective space of dimension n is usually denoted by and is a closed manifold of (real) dimension 4n. It is a homogeneous space for a Lie group action, in more than one way. The quaternionic projective line is homeomorphic to the 4-sphere.
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In mathematics, quaternionic projective space is an extension of the ideas of real projective space and complex projective space, to the case where coordinates lie in the ring of quaternions Quaternionic projective space of dimension n is usually denoted by and is a closed manifold of (real) dimension 4n. It is a homogeneous space for a Lie group action, in more than one way. The quaternionic projective line is homeomorphic to the 4-sphere. In de wiskunde is een quaternionische projectieve ruimte een uitbreiding van de ideeën van reële projectieve - en complexe projectieve ruimten op het geval, waar de coördinaten in de ring van quaternionen H liggen. Quaternionische projectieve ruimten van dimensie n worden meestal aangeduid door HPn De quaternionische projectieve ruimte is een gesloten variëteit met (reële) dimensie 4n. De quaternionische projectieve ruimte is op meer dan een manier een homogene ruimte voor een Lie-groepsbewerking.
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