The 32-dimensional compounding fields and their quantum interplays in the trigintaduonion space can be presented by analogy with octonion and sedenion electromagnetic, gravitational, strong and weak interactions.
Source: wiktionary
Trigintaduonion
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In this paper we introduce efficient algorithm for the multiplication of trigintaduonions. The direct multiplication of two trigintaduonions requires 1024 real multiplications and 992 real additions.
Source: wiktionary
The trigintaduonions form a 32-dimensional Cayley-Dickson algebra. In this paper, we introduce the k-Fibonacci and k-Lucas trigintaduonions. Moreover, we give some properties of these trigintaduonions and derive relationships between them.
Source: wiktionary
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