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Mini-Challenge: Rudin-Shapiro Sequence
12-17-2022, 02:30 AM
Post: #12
RE: Mini-Challenge: Rudin-Shapiro Sequence
The Thue-Morse sequence isn't that hard (it's very fast on the Hp50g as one can compute en masse with X = {0 1} and follow up with X = X + (1 - X). The Nth element is the parity of the number of bits set in the binary representation of N. The anti-Thue sequence (I don't know an accepted name) is the sequence that counts the number of 0's in the number N.
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RE: Mini-Challenge: Rudin-Shapiro Sequence - ttw - 12-17-2022 02:30 AM



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