For large n, the balanced complete bipartite 3-graph is the unique extremal construction for the ℓ2-norm Turán problem of the Fano plane, confirming a conjecture of Balogh-Clemen-Lidický.
Solving T ur\'an's tetrahedron problem for the _2 -norm
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Exact Tur\'{a}n number of the Fano plane in the $\ell_2$-norm
For large n, the balanced complete bipartite 3-graph is the unique extremal construction for the ℓ2-norm Turán problem of the Fano plane, confirming a conjecture of Balogh-Clemen-Lidický.