Quaternionic matrix: Difference between revisions

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==Matrix operations==
The quaternions form a [[noncommutative]] [[ring (algebra)|ring]], and therefore the also form a noncommutative ring, in which [[Matrix addition|addition]] and [[Matrix multiplication|multiplication]] can be defined for quaternionic matrices as for matrices over any ring.
 
'''Addition'''. The sum of two quaternionic matrices ''A'' and ''B'' is defined in the usual way by element-wise addition: