A lower bound for the crossing number of Cm × Cn
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We prove that the crossing number of Cm × Cn is at least (m - 2)n/3, for all m, n such that n ≥ m. This is the best general lower bound known for the crossing number of Cm × Cn, whose exact value has been long conjectured to be (m - 2)n, for 3 ≤ m ≤ n. © 2000 John Wiley %26amp; Sons Inc. J Graph Theory 35: 222-226, 2000.
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