sudgylacmoe | An Alternative Way to Find Rotors @sudgylacmoe | Uploaded September 2024 | Updated October 2024, 2 hours ago.
As a sort of generalization of Euler's formula, we can think of simple rotors as being the sum of a generalized cosine and a generalized sine, which are the scalar and bivector parts respectively. This also leads to the generalized tangent, which leads to a new way to find rotors.

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