Julia-type iterations defined via geometric product in Clifford algebra exhibit vector invariance through grade reduction, making the operator closed on the vector subspace in any dimension.
J Math Sci 280, 605–630 (2024)
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Vector Invariance and Structural Closure of Julia-Type Iterations in Clifford Algebra
Julia-type iterations defined via geometric product in Clifford algebra exhibit vector invariance through grade reduction, making the operator closed on the vector subspace in any dimension.