The inhomogeneity of a vector field as a sum of biquaternions, rotations, and spinors in a generalized Clifford algebra

In 4-dimensional curved space, the article presents the relations between the vector field inhomogeneity, biquaternions, rotations, and spinors. As a mathematical tool, the generalized Clifford algebra has been employed. The electromagnetic field inhomogeneity is proven to be made up of three independent rotations, biquaternions, and three pairs of spinors-antispinors.

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