abstract
- It is proved that the crossing number of the Generalized Petersen Graph P(3k %2b h, 3) is k %2b h if h ∈ {0, 2} and k %2b 3 if h = 1, for each k ≥ 3, with the single exception of P(9, 3), whose crossing number is 2.
The crossing number of P(N, 3)
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publication date
- 2002-01-01
published in
- Graphs and Combinatorics Journal