In mathematics, the Moore determinant is a
determinant defined for
Hermitian matrices over a
quaternion algebra, introduced by .
See also
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Dieudonné determinant In linear algebra, the Dieudonné determinant is a generalization of the determinant of a matrix to matrices over division rings and local rings. It was introduced by .
If ''K'' is a division ring, then the Dieudonné determinant is a homomorphism ...
References
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Matrices
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