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Line 6: {{Expert\|date=March 2009}} =Definition of the tensor of a quaterion= {{expand}} In the nomenclature of [[classical hamiltonian quaternions\|Hamiltons quaternion calculus]], the word tensor can be used in two different but related contexts. The first context is as an operator, as in take the tensor of something, and the second context is as a positive or more correctly unsigned number.

Tensor of a quaternion: Difference between revisions