Universal cycles exist for affine lines in AG(n,q) (n≥2, q prime power) via projective embedding, direction encoding at infinity, and recursive pairwise-triple decomposition with gluing.
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Universal Cycles on Affine Lines
Universal cycles exist for affine lines in AG(n,q) (n≥2, q prime power) via projective embedding, direction encoding at infinity, and recursive pairwise-triple decomposition with gluing.