### Toward ternary

In which the binary product algebra of complex numbers, , is generalized to a ternary product algebra, ${\mathbf{C}}_{3}$.

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In which the binary product algebra of complex numbers, , is generalized to a ternary product algebra, ${\mathbf{C}}_{3}$.

The universe we see gives every sign of being composed of matter. This is considered a major unsolved problem in theoretical physics. Using the mathematical modeling based on the algebra $\mathbf{T}:=\mathbf{C}\otimes \mathbf{H}\otimes \mathbf{O}$, an interpretation is developed that suggests that this seeable universe is not the whole universe; there is an unseeable part of the universe composed of antimatter galaxies and stuff, and an extra 6 dimensions of space (also unseeable) linking the matter side to the antimatter—at the very least.

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