Hermann Grassmann's misunderstood theory of expansion
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Hermann Grassmann's misunderstood theory of expansion
Here is a description of the current (mis)understanding of the essence of "vector calculus". From the first internalised (Grassmannian) expansion area Q-4, it goes, according to today's understanding, without having to observe any mathematical/physical limits, all the way into infinity. The key, however, lies in the understanding of imaginary numbers. Only with their help can the previously ignored limits be recognised in the first place.
Here with detailed information of scientific publication
https://doi.org/10.19219/TOE.20/322128 "Two mathematical systems combined."
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