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Statements

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dbr:Hyperkähler_manifold
dbo:wikiPageWikiLink
dbr:Quaternionic_vector_space
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dbr:Quaternionic_manifold
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dbr:Quaternionic_vector_space
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Quaternionic vector space 사원수 벡터 공간
rdfs:comment
In mathematics, a left (or right) quaternionic vector space is a left (or right) H-module where H is the (non-commutative) division ring of quaternions. The space Hn of n-tuples of quaternions is both a left and right H-module using the componentwise left and right multiplication: for quaternions q and q1, q2, ... qn. Since H is a division algebra, every finitely generated (left or right) H-module has a basis, and hence is isomorphic to Hn for some n. 선형대수학에서 사원수 벡터 공간(영어: quaternionic vector space)는 사원수 대수 위의 가군이다.
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dbc:Linear_algebra dbc:Quaternions
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1039636208
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In mathematics, a left (or right) quaternionic vector space is a left (or right) H-module where H is the (non-commutative) division ring of quaternions. The space Hn of n-tuples of quaternions is both a left and right H-module using the componentwise left and right multiplication: for quaternions q and q1, q2, ... qn. Since H is a division algebra, every finitely generated (left or right) H-module has a basis, and hence is isomorphic to Hn for some n. 선형대수학에서 사원수 벡터 공간(영어: quaternionic vector space)는 사원수 대수 위의 가군이다.
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wikipedia-en:Quaternionic_vector_space?oldid=1039636208&ns=0
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dbr:Symmetric_space
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