Self-descriptive Sequences directed by two Periodic Sequences
<|reference_start|>Self-descriptive Sequences directed by two Periodic Sequences: In the present work, we exhibit a class of self-descriptive sequences that can be explicitly computed and whose frequencies are known. In particular, as a corollary of our main result, we prove that the sequence introduced in \citeBJM23 has the expected frequencies of occurrences.<|reference_end|>
@article{akiyama2024self-descriptive,
    title={Self-descriptive Sequences directed by two Periodic Sequences},
    author={Shigeki Akiyama (Institute of Mathematics, University of Tsukub),
  Damien Jamet (Univ. Lorraine, Loria, UMR 7503), Ir`ene Marcovici (Univ Rouen
  Normandie, CNRS, Normandie Univ LMRS UMR 6085), Mai-Linh Tr^an-C^ong (Ecole
  Normale Sup'erieure de Lyon)},
    journal={EPTCS 403, 2024, pp. 18-22},
    year={2024},
    doi={10.4204/EPTCS.403.8},
    archivePrefix={arXiv},
    eprint={2406.16391},
    primaryClass={cs.FL cs.DM}
}