01/22/2021, 12:15 AM
(01/22/2021, 12:03 AM)MphLee Wrote: Ah I see...
you didn't mean that multiplication is not a bilinear map, we can represent only the translations...
you mean representable in the sense of a morphism from the Algebra multiplication to a \( M_{n\times n}(k) \) or to a GL(n), e.g. like a group representation, where we study characters and so on...
In fact how can we "represent" non associative operations?![]()
Sorry but I'm not very fluent with this yet..
Powerassociativity together with newton's binomium and tensor and nonlinear theory are useful.
However Im not an expert and your questions are good.
The complexity is the reason Im into this.
I feel hypercomplex numbers deserve more attention.
Maybe it is hidden or maybe it is not investigated sufficiently.
Or both.
regards
tommy1729

