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2. Bartoli, D., Davydov, A.A., Faina, G., Kreshchuk, A.A., Marcugini, S., Pambianco, F.: Upper bounds on the smallest size of a complete arc in a finite Desarguesian projective plane based on computer search. J. Geom. 107(1), 89–117 (2016). https://doi.org/10.1007/s00022-015-0277-z
3. Bartoli, D., Davydov, A.A., Faina, G., Kreshchuk, A.A., Marcugini, S., Pambianco, F.: Tables, bounds and graphics of sizes of complete arcs in the plane $$\rm PG(2, q)$$ for all $$q\le 321007$$ and sporadic $$q$$ in $$[323761\ldots 430007]$$ obtained by an algorithm with fixed order of points (FOP). arXiv:1404.0469 [math.CO] (2018)
4. Bartoli, D., Davydov, A.A., Giulietti, M., Marcugini, S., Pambianco, F.: New bounds for linear codes of covering radii 2 and 3. Crypt. Commun. 11(5), 903–920 (2018). https://doi.org/10.1007/s12095-018-0335-0
5. Bartoli, D., Davydov, A.A., Marcugini, S., Pambianco, F.: Tables, bounds and graphics of short linear codes with covering radius 3 and codimension 4 and 5. arXiv:1712.07078 [cs IT] (2020)