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On Problem 3 of International Mathematical Olympiad 2024

„Аз-буки“ от „Аз-буки“
23-01-2025
in Uncategorized
A A

Dragomir Grozev
Institute of Mathematics and Informatics
Bulgarian Academy of Sciences - Sofia

https://doi.org/10.53656/math2024-6-1-ont

Absract. The article is dedicated to solving Problem 3 from the International Mathematical Olympiad (IMO) 2024. The wording looks deceptively easy, but the problem turned out to be quite difficult for many of the participants, including the Bulgarian contestants. We interpret the process as an infinite path in a directed graph, which allows us to more easily prove the key claims.
Keywords: infinite sequence; periodic sequence; directed graph; infinite path

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Последни публикации

  • Сп. „История“, книжка 1/2025, година XXXIII
  • Годишно съдържание на сп. „История“, 2024 г.
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  • Сп. „История“, книжка 5/2024, година XXXII
  • History, issue 4/2024, Volume 32
  • History, issue 3/2024, Volume 32
  • History, issue 2/2024, Volume 32
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  • ГОДИШНО СЪДЪРЖАНИЕ НА НАУЧНО СПИСАНИЕ „ИСТОРИЯ“
  • Сп. „История“, книжка 6/2023, година XXXI
  • History, issue 5/2023, Volume 31
  • History, issue 4/2023, Volume 31
  • History, issue 3/2023, Volume 31
  • History, issue 2/2023, Volume 31
  • History, issue 1/2023, Volume 31
  • Contents of Istoriya-History, 2022, vol. 30
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  • History, issue 5/2022, Volume 30
  • History, issue 4/2022, Volume 30
  • History, issue 3/2022, Volume 30
  • History, issue 2/2022, Volume 30

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