Goodstein's theorem and Cichon's independence proof are extended to Π¹₁-CA₀ via results on ordinal notation systems with unique terms and the Bachmann property.
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Generalizing Goodstein's theorem and Cichon's independence proof
Goodstein's theorem and Cichon's independence proof are extended to Π¹₁-CA₀ via results on ordinal notation systems with unique terms and the Bachmann property.