Solving Olympiad problems by methods of discrete mathematics

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The article reveals some methods of solving Olympiad problems by means of discrete mathematics. The advantage of owning different methods and methods of solving such problems and determining the optimal one is emphasized. Olympiad tasks require a non-standard approach. A student who is familiar not only with standard ways of solving problems, but also with techniques that go beyond the school course can successfully participate in the math Olympiad.

Olympiad problems, solution methods, graphs, combinatorics

Короткий адрес: https://sciup.org/170199567

IDR: 170199567   |   DOI: 10.24412/2500-1000-2023-6-2-163-168

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