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sudgylacmoe | The Commutative and Anticommutative Parts of the Geometric Product @sudgylacmoe | Uploaded February 2024 | Updated October 2024, 2 minutes ago.
Many people (including myself sadly) have described the inner and outer products as the commutative and anticommutative parts of the geometric product, but this is not true in general. In this short, I provide several counterexamples to this idea, showing that "commutative part" and "anticommutative part" are just not useful ideas in general.

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The Commutative and Anticommutative Parts of the Geometric ProductThere Is No Odd SubalgebraZorns Lemma DemystifiedThe Limits of the Cartan-Dieudonné Theorem (Part 1)Determinants in Geometric AlgebraAn Alternative Way to Find RotorsThe Product of Three VectorsThe Antisymmetric Part of the Product of Three VectorsSuperior Spanning Sets - From Zero to Geo 1.7Simple Inverses in Geometric AlgebraA Module Where Every Subset is Linearly IndependentDescribing Many Vectors With a Few - From Zero to Geo 1.6

The Commutative and Anticommutative Parts of the Geometric Product @sudgylacmoe

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