Revision as of 07:39, 30 May 2021 edit 2a00:23c7:85a2:500:c5fd:656a:16bb:343b (talk) →The derivative for quaternions ← Previous edit		Revision as of 17:48, 7 June 2021 edit undo Calebqcook (talk \| contribs) 110 edits →Properties Next edit →
Line 12: 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 as with other number systems, <math>f_2(0)</math> and related problems are generally ~~discluded~~excluded due to the nature of [[dividing by zero]]. [[Affine transformation]]s of quaternions have the form

Quaternionic analysis: Difference between revisions