Self-describing and self-generating sequences
Integer sequences defined by self-reference, greedy or mex rules: Kolakoski, Gijswijt (curling numbers), Cloitre, Connell, Aronson, Smarandache, van der Laan, throwback and anti-recurrence sequences, self-generating sets, fractal sequences and inventory loops.
- Anti-recurrence and greedy subsum-free sequences
- Aronson transform
- Cloitre's self-describing sequence
- Connell sequence
- Fractal sequences
- Gijswijt's sequence
- Inventory sequences on multisets
- Kolakoski sequence
- Self-generating sets
- Smarandache permutation sequence
- Throwback sequences
- Van der Laan sequences
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