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Removing overlinking. While Möbius and Laguerre transformations have connections to matrices of these forms, neither the dual complex numbers nor the matrices representing them ARE Möbius or Laguerre transformations, and those articles do not provide further insight or understanding about dual complex numbers. |
Changed "should be" (a prescription), to "is often", a more neutral point of view of what is not a universal convention. |
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The magnitude of a dual-complex number <math>q</math> is defined to be <math display="block">|q| = \sqrt{A^2 + B^2}.</math>
For applications in computer graphics, the number <math>A + Bi + C\varepsilon j + D\varepsilon k</math>
== Matrix representation ==
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