Number Theory

    

Elementary Matrix Algorithm of Order 3

Authors: Ruslan Pozinkevych

The aim of our research is to establish relationship between linearly independent vectors and the R^3 Space The means for that are going to be taken from Balanced Ternary analysis e.g triplets with entries (-1,0,1) This is not going to be any specific vector, for instance (-1,0,1) It’s going to be rather a Coordinate system with 8 quadrants and directional vectors The novelty of the proposed research lies in the fact that unlike traditional Cartesian system-vector basis our system uses 8 vectors which are at the same time a polyvector

Comments: 3 Pages. The author analyzes algorithm for 3 component vector bases

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Submission history

[v1] 2024-03-22 17:49:47

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