Last Updated:2025/11/29

When studying the algebraic properties of the tessarine t = w + xi + yj + zk, I discovered that ij = ji = k yields unexpected symmetries.

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When studying the algebraic properties of the tessarine t = w + xi + yj + zk, I discovered that ij = ji = k yields unexpected symmetries.

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形式 t = w + xi + yj + zk(w, x, y, z ∈ ℝ、ij = ji = k、i² = −1、j² = +1)の超複素数の代数的性質を研究していると、ij = ji = k が予想外の対称性をもたらすことに気づいた。

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