Why use dual space in PGA - R*(3,0,1) vs R(3,0,1)

We should call them “dual operators” not “anti-operators” because otherwise the dual commutator is called the anti-commutator, which can be confused with the anti-commutator, and the dual anti-commutator being called the anti-anti-commutator can be confused with the commutator.

I think it helps to have them all in the algebra, for completeness, and possible unknown applications. This does not affect the correctness of enki’s arguments.

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