Quaternionic analysis: Difference between revisions

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Put less emphasis on the other analysis types by restructuring some sentences.
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Properties: Corrected wording that made it seem as if dividing by zero was specific to quaternions.
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which [[quaternions and spatial rotation|rotates the vector part of ''q'']] by twice the angle represented by ''u''.
 
The quaternion [[multiplicative inverse]] <math>f_2(q) = q^{-1}</math> is another fundamental function, but itas raiseswith difficultother questionsnumber such as "What shouldsystems, <math>f_2(0)</math> be?" and "Whatrelated <math>q</math>problems are generally solvesdiscluded due to the equationnature <math>f_2(q)of =[[dividing 0</math>?"by zero]].
 
[[Affine transformation]]s of quaternions have the form