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.
Dunham, Transformation of hyperbolic Escher patterns,Vi- sual Mathematics,(an electronic journal), 1, No
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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.