Last Updated:2025/12/05

In geometric algebra, the Grassmann algebra provides a unified associative framework of scalars, vectors, blades, and multivectors built from the exterior product over a finite-dimensional vector space.

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In geometric algebra, the Grassmann algebra provides a unified associative framework of scalars, vectors, blades, and multivectors built from the exterior product over a finite-dimensional vector space.

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幾何代数において、グラスマン代数は有限次元ベクトル空間の外積に基づいて構成されるスカラー、ベクトル、ブレード、多重ベクトルをまとめる統一的で結合的な枠組みを提供する。

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