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Problem 574

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  1. vf_b5f20d9f86fb1168

    theoretical

    Erdős Problem #574: declared status 'disproved'. Formalized: no. Is it true that, for k≥2k\geq 2,ex(n;{C2k−1,C2k})=(1+o(1))(n/2)1+1k.\mathrm{ex}(n;\{C_{2k-1},C_{2k}\})=(1+o(1))(n/2)^{1+\frac{1}{k}}. Prize: no. Tags: graph theory, turan number.

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