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Lots noncanonical hypercomplex number systems of finite dimension

Kalinovskiy Y.O., Boyarinova Y.E., Hitsko Y.V, Gorodko N.O.

The subject of the article is a method of obtaining a list of non-canonical hypercomplex systems by the transition from the infinite to the finite hypercomplex number system of different types, depending on the rules of multiplication and factorization method. Systems that have been found by the proposed method, starting from the third dimension are non-canonical. The resulting systems of multiple dimensions can be re-factored to obtain hypercomplex system of dimension in half.


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