S. Rukavina

activity

20162025

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(36,15,6) designs with an automorphism of order two

1 citations · 2 across the 14 of their papers we have counts for

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math.CO2016

Strongly regular graphs from orthogonal groups $O^{+} (6, 2)$ and $O^{-} (6, 2)$

Dean Crnković, Sanja Rukavina, Andrea Švob

In this paper we construct all strongly regular graphs, with at most 600 vertices, admitting a transitive action of the orthogonal group $O^{+} (6, 2)$ or $O^{-} (6, 2)$ . Consequently, we…

math.CO2016

Classification of quasi-symmetric 2-(64,24,46) designs of Blokhuis-Haemers type

Dean Crnkovic, Bernardo Rodrigues, Sanja Rukavina +1

This paper completes the classification of quasi-symmetric 2- $(64, 24, 46)$ designs of Blokhuis-Haemers type supported by the dual code $C^{⊥}$ of the binary linear code $C$ span…

Strongly regular graphs from orthogonal groups O+(6,2) and O−(6,2)

Classification of quasi-symmetric 2-(64,24,46) designs of Blokhuis-Haemers type

Strongly regular graphs from orthogonal groups $O^{+} (6, 2)$ and $O^{-} (6, 2)$