Gijswijt's sequence

id: gijswijt-s-sequence-197-12456245
title: Gijswijt's sequence
text: In mathematics, Gijswijt's sequence is a self-describing sequence where each term counts the maximum number of repeated blocks of numbers in the sequence immediately preceding that term. The sequence begins with: The sequence is similar in definition to the Kolakoski sequence, but instead of counting the longest run of single terms, the sequence counts the longest run of blocks of terms of any length. Gijswijt's sequence is known for its remarkably slow rate of growth. For example, the first 4 a
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original url: https://en.wikipedia.org/wiki/Gijswijt%27s_sequence
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date modified: 2024-02-18T04:52:41Z
main entity: {"identifier":"Q25305304","url":"https://www.wikidata.org/entity/Q25305304"}
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integrity: 13

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